tag:blogger.com,1999:blog-51928059342067599592024-03-13T13:18:19.989+05:30How to QAKapilhttp://www.blogger.com/profile/02715229339086856091noreply@blogger.comBlogger106125tag:blogger.com,1999:blog-5192805934206759959.post-88793112556393210502024-02-27T02:41:00.000+05:302024-02-27T02:41:46.843+05:30Embedded C Frequently Asked Interview Question<div dir="ltr" style="text-align: left;" trbidi="on">
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Where Static Variable stored in memory?</h2>
In .BSS segment static variable will be stored. Now you may think, What is .BSS segment. BSS segment is part of Data Segment, where all the static variable will be stored.<br />
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<b>BSS = Block Started By Symbol</b><br />
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<b>What is Volatile Variable? Why it is used? </b></h2>
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<b>What is different between macro & typedef ? </b><br />
<b>Different between macro & inline function? </b><br />
<b>Difference between macro & constant ? </b><br />
<b>Compilation stage ? Static varible scope ? </b><br />
<b>Static function ? </b><br />
<b>What is difference between structure & union? </b><br />
<b>What are the practical Example of union ? </b><br />
<b>Why do you need union? </b><br />
<b>What is Constant Volatile? </b><br />
<b>What is difference between pointer & arrary ? </b><br />
<b>What is different between Structure & arraay ? </b><br />
<b>What is pointer to pointer ? </b><br />
<b>Why pointer to pointer is being used? </b><br />
<b>Can I have pointer to structure in stucture ? Defination of </b></div>
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<b>What is structure padding? How to avoid it?</b></h2>
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<b>What is difference between Inline function & Macro?</b></h2>
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<b>What is difference between new & malloc?</b></h2>
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<b>Tread Vs Process?</b></h2>
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<b>Mutex Vs Shemaphore?</b></div>
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<b><br /></b></div>
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<b>SPI Communication: </b><br />
<b><br /></b>
<b>What is difference between array and pointer?</b><br />
<b>What is union and give example of it?</b><br />
<b>What is bitwise operator? </b><br />
<b>What is little endian and big endian ?</b><br />
<b>Can char pointer points to an interger variable ?</b><br />
<b>What is dangling pointer ?</b><br />
<b>Give example of linker error ?</b><br />
<b>Mention the all the stages of compilation ? </b><br />
<b>Is it possible to points to direct address using pointer ?</b><br />
<b>What is segmentation error ?</b><br />
<b>Write some code to have infinite loop ?</b><br />
<b>What is difference between new and malloc ?</b><br />
<b>What is function pointer ? define function pointer ?</b><br />
<b>What is the use of function pointer ?</b><br />
<b>What is const function pointer ?</b><br />
<b>What is different between char * const ptr and const char * ptr;</b><br />
<b>What is array of function pointer ? define it ? </b><br />
<b>Can switch case have float as case ?</b><br />
<b>what is break and continue ? </b><br />
<b>What is return type of malloc ?</b><br />
<b>what is different between union and structure ?</b><br />
<b>Where static variable will get stored ?</b><br />
<b>What is return type of printf and scanf function ?</b><br />
<b>What is the size of macro ?</b><br />
<b>What is the size of enum ?</b><br />
<b>Can macro increase the size of code?</b><br />
<b>What is difference between function and macro ? which is better & when ?</b><br />
<b>What is the scope and life time of static variable ?</b><br />
<b>How can i find the size of structure without using size of operator ?</b><br />
<b>How do I set particular bit of given variable without effecting other bits ?</b><br />
<b>How do I clear particular bit of given number without effecting other bits ?</b><br />
How do I count number of set bits in optimized way ?<br />
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<b>I2C Communication: </b></h2>
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<b>I2C Questions:</b></div>
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Kapilhttp://www.blogger.com/profile/02715229339086856091noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-41107147161758844192017-10-01T00:37:00.003+05:302017-10-01T00:41:01.560+05:30Embedded C Developer - Electronic Love Story<div dir="ltr" style="text-align: left;" trbidi="on">
<i style="text-align: justify;"><b><span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">A Small Love story of a Programmer Looks something like this:</span></b></i><br />
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">It is always difficult to initialize (Introduction, First Talk to your lover), whether it is a love story or a Device / IC / simple C Program. You need have basic understanding & information regarding memory area in which it resides. (location where she study, words, lives). </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdkUeyK8srfpJ4S3KRSf1VB2ZZITqpKdvwwPKDUUSNkqiQfVGPiY2DfqlUpCB7dzvHnfh2X0mkbq-Mmwvto44i0vJ1-wmR42lF7fg2tjX6qCZUNWz0J6WdZ3mbj4R6xfY0FR0tROrA3yc/s1600/heartbeat-163709+%25281%2529.jpg" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><img border="0" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdkUeyK8srfpJ4S3KRSf1VB2ZZITqpKdvwwPKDUUSNkqiQfVGPiY2DfqlUpCB7dzvHnfh2X0mkbq-Mmwvto44i0vJ1-wmR42lF7fg2tjX6qCZUNWz0J6WdZ3mbj4R6xfY0FR0tROrA3yc/s640/heartbeat-163709+%25281%2529.jpg" width="640" /></span></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">You need a deep study and understanding before Startup. You need to know the property (nature of girl) of the device (Girl). You also need to study the how it is made (using which fabrication technology it is made, dimension, size, supported functionality, protocol).(Family background).. b4 going ahead.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">Fabrication technology - Family Background, Family values, and nature</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Protocol: </span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><br /></span>
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Which language She speaks and understand.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">How many bits Controller: Rich (64 bits micro-controller, stylish, modern, HiFi) or Poor (Old fashion, reserve in nature, no more communication modes, fewer channels to speaks - less connection and friends).</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">In this brand name company (Surname or Famous personality) will help you.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">If u are using the high-quality material or board, micro-controller, then but obliviously you need to spend more money. </span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">After you can go ahead with your Flow chart planning. (Trick and Techniques given by friends or generated within yourselves)</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">So I took help of my friend to initialize…. (So Now my board can boot up and I can communicate with that..)</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">But It was just a beginning, I don’t know There is the very long way to go…</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">During actually coding also I find many difficulties, So sometimes I have applied some patches instead of giving the actual solution. </span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">Fewer patches - Long run and stable product - Healthy Relationship</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">But You need to worry about time to release the product. you cannot take a long time. Sometimes it may happen that before you launch the product someone else will take your concept or product and lunches it earlier than you. </span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Then you cannot do anything other than watching or wait for new product or idea to generate in you mind. </span></div>
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Kapil Thakarhttp://www.blogger.com/profile/11113576266206482573noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-79947458985620289522017-09-11T23:44:00.003+05:302017-09-14T22:42:21.102+05:30Why ISR does not return any value and does not take any argument?<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">If you are in embedded then you must come across this </span><nobr style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;">type</nobr><span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"> of questions. Though it seems to be ok or interesting. But If you think logically then you can get the direct </span><nobr style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;">answer</nobr><span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"> to this question by asking some basic questions to yourself. </span></div>
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<li><span style="color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">ISR: Interrupt </span><nobr style="box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;">service</nobr><span style="color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"> routine</span></li>
<li><span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">IRH: Interrupt request handler</span></li>
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<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
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<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"><span style="line-height: 27.2px;"><b>1) When do you call ISR?</b></span></span></h2>
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<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
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<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"><span style="line-height: 27.2px;">We will not ISR from any function. When don’t know the time when it will be called. We can not predict the behavior of ISR. Then how can we decide the argument to ISR? Does that mean anything? No Definitely No. If we don’t know the calling time does that return value can be useful, can mean to us? Again Big No. Then why we need argument and return value.</span><span style="line-height: 27.2px;"> </span></span></div>
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<span style="color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; line-height: 27.2px;"><br /></span></div>
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<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px; text-align: justify;">2) When we use Interrupts?</span></h2>
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<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
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<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"><span style="line-height: 27.2px;">When we can not use polling method, which may be time-consuming and which can slower the response time of the system. Our ISR should be small and optimum. If we use argument, return value, global value then it may be complex or difficult to handle at the later stage of development. Generally ISR vectored address it fixed and once it is called then ISR will start. Before starting it will store all the register value and CPU state. It will disable the Interrupt bit. So again interrupt can not be trigger till it finishes the ISR. After completing ISR, it will restore the CPU and ALL register state and enable the Interrupt flag to </span><nobr style="box-sizing: border-box; line-height: 27.2px;">receive</nobr><span style="line-height: 27.2px;"> next interrupt. </span></span><br />
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<span style="font-family: "verdana" , sans-serif;">Related Post:</span></h2>
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Kapil Thakarhttp://www.blogger.com/profile/11113576266206482573noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-5523879084931164742017-09-11T23:41:00.002+05:302017-09-14T22:42:21.058+05:30What is Dead Lock and how to avoid <div dir="ltr" style="text-align: left;" trbidi="on">
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<b style="color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;">Dead Lock:</b></div>
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<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
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<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"><span style="line-height: 27.2px;">We generally use Mutex or Semaphore to avoid such things. But still we have the chance of getting deadlock condition in some cases.</span><span style="line-height: 27.2px;"> </span></span></div>
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<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"><span style="line-height: 27.2px;"><b>Example:</b></span></span></div>
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
<div style="text-align: justify;">
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"><span style="line-height: 27.2px;">Two threads (X and Y) wants lock A & lock B both to finish the task. Thread X acquire lock A. Thread Y acquire lock B. Now Thread X is waiting for lock B and Thread Y is waiting for lock A. So these two threads are in deadlock condition or rise round condition.</span><span style="line-height: 27.2px;"> </span></span></div>
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
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<span style="color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; line-height: 27.2px;"><br /></span></div>
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
<div style="text-align: justify;">
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"><b style="line-height: 27.2px;">When & how dead-lock happens:</b></span></div>
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
<br />
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<span style="color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-weight: bold; line-height: 27.2px;"><br /></span></div>
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
<div style="text-align: justify;">
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"><span style="line-height: 27.2px;">Deadlock situation can be well explained by Dinning philosophy given in Wiki. This is perhaps the best example I have seen ever. I would like to explain the same here. Even This philosophy you can find at many places where dead is discussed like stack overflow also.</span><span style="line-height: 27.2px;"> </span></span></div>
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
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<span style="color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; line-height: 27.2px;"><br /></span></div>
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
<div style="text-align: justify;">
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"><span style="line-height: 27.2px;">We have round table with 5 chairs. 5 people sitting on each chair. We have 5 dishes with noodles in a plate. Certainly we have placed 5 spoons right to each plate. So now if you consider you can see one spoon </span><nobr style="box-sizing: border-box; line-height: 27.2px;">left</nobr><span style="line-height: 27.2px;"> to the plate and one spoon right to the plate. 5 people either think or eat the noodles. As noodles are difficult to eat with the single spoon it is required to have two spoons to eat it. If each person will take the left spoon first then all five people will wait for the right spoon. In such case, it will be the deal lock for them as all are waiting for the second spoon. </span></span></div>
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
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<span style="color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; line-height: 27.2px;"><br /></span></div>
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
<div style="text-align: justify;">
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"><b style="line-height: 27.2px;">How to avoid deal locks / Ground rules to avoid deadlocks:</b></span></div>
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
<div style="text-align: justify;">
<span style="color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; line-height: 27.2px;"><br /></span></div>
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
<div style="text-align: justify;">
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"><span style="line-height: 27.2px;">• Don’t request another resource/lock while holding one resource/lock.</span></span></div>
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
<div style="text-align: justify;">
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"><span style="line-height: 27.2px;">• Acquire the locks in proper sequence or order.</span><span style="line-height: 27.2px;"> </span></span></div>
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"></span><br />
<div style="text-align: justify;">
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"><span style="line-height: 27.2px;">• Don’t hold the lock if you are not getting the other lock in certain time frame</span></span><br />
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<h2 style="text-align: left;">
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"><span style="font-family: "verdana" , sans-serif;">Related Post:</span></span></h2>
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Kapil Thakarhttp://www.blogger.com/profile/11113576266206482573noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-65871176274337181742017-09-11T23:40:00.000+05:302017-09-14T22:42:21.080+05:30Thread vs Process? What is difference between thread and process?<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: left;">
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">Threads Vs Process:</span></h2>
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">Here I have mentioned the basic difference between threads and process which is useful in many interviews. </span><br />
<br style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;" />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">1)</span><br />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">The process is the heavy weighted component. Each Process will execute in separate address space. It will not share memory and CPU time. Separate CPU time & memory will be allocated for each process. Processes can communicate to each other via InterProcess Communication (IPC). </span><br />
<br style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;" />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">• Pipes</span><br />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">• Files</span><br />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">• Sockets</span><br />
<br style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;" />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">Thread is the light weighted component. The thread will be </span><nobr style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;">created</nobr><span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"> inside the process. One process can have multiple threads to handle the different task. Different threads will share CPU time and memory allocated for the process. </span><br />
<br style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;" />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">2)</span><br />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">Context switching for a process is difficult than context switching for threads.</span><br />
<br style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;" />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">3) </span><br />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">Process is protected from other processes via MMU (Memory Management Unit)</span><br />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">Threads can interfere with each other. </span><br />
<br style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;" />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">4)</span><br />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">Threads can be easily created while creation of new process required duplication of parent process</span><br />
<br style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;" />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">5) </span><br />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">Threads can have control over other threads of a similar process while the process can have control over the child processes.</span><br />
<br style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;" />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">6)</span><br />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">Change to the main thread will affect the other threads of the same process. while change to parent process doesn't affect child process.</span><br />
<br style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;" />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">7)</span><br />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">Threads have direct </span><nobr style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;">access</nobr><span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"> to a data segment of its own process. while process has its own copy of data segment of the parent process.</span><br />
<br style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;" />
<span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">Concept took from & f</span><span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">or more </span><nobr style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;">details</nobr><span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;"> please </span><nobr style="background-color: white; box-sizing: border-box; color: #3e454c; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; line-height: 27.2px;">check</nobr><span style="background-color: white; color: #3e454c; font-family: "helvetica neue" , "helvetica" , "roboto" , "arial" , sans-serif; font-size: 16px; line-height: 27.2px;">: </span><br />
<a href="http://www.bogotobogo.com/cplusplus/multithreaded.php" style="background: rgb(255, 255, 255); box-sizing: border-box; color: #65c4fd; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; font-weight: bold; line-height: 27.2px; text-decoration-line: none;" target="_blank">www.bogotobogo.com/cplusplus/multithreaded.php</a><br />
<a href="http://www.allinterview.com/showanswers/258.html" style="background: rgb(255, 255, 255); box-sizing: border-box; color: #65c4fd; font-family: "helvetica neue", helvetica, roboto, arial, sans-serif; font-size: 16px; font-weight: bold; line-height: 27.2px; text-decoration-line: none;" target="_blank">www.allinterview.com/showanswers/258.html</a><br />
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Kapil Thakarhttp://www.blogger.com/profile/11113576266206482573noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-16540586905900795822017-09-11T23:33:00.002+05:302017-09-14T22:42:21.001+05:30How can I see the output of the gcc preprocessor?<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: white; color: #333333; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">There are many cases where you need to see the output file of the GCC preprocessor to debug the code or error caused by macro or any preprocessor directive.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br npdkey="i80d51oj0.1wy2xeh8spu5l8fr" style="color: #333333; font-size: 15px; line-height: 21px;" /></span><span style="background-color: white; color: #333333; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">To solve this, you need to see the output file of the GCC after preprocessor.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br npdkey="i80d51oj0.z29g6ahaupn45cdi" style="color: #333333; font-size: 15px; line-height: 21px;" /></span><span style="background-color: white; color: #333333; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">To get it, you just need to give command:</span><br />
<span style="font-family: "verdana" , sans-serif;"><br npdkey="i80d51oj0.ye68x89q4e6lmcxr" style="color: #333333; font-size: 15px; line-height: 21px;" /></span>
<ul style="text-align: left;">
<li>GCC<span style="background-color: white; color: #333333; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> -E main.c </span></li>
</ul>
<br />
<span style="font-family: "verdana" , sans-serif;"><br npdkey="i80d51oi0.3a6dn17yhus1yvi" style="color: #333333; font-size: 15px; line-height: 21px;" /></span><span style="background-color: white; color: #333333; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">Here I have taken main.c as a source file, you need to give your source file as an input to this command.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br npdkey="i80d51oi0.k897jrxfqvjthuxr" style="color: #333333; font-size: 15px; line-height: 21px;" /></span><span style="background-color: white; color: #333333; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">Then you can see the output file which has actually replaced the preprocessor directive with actual content. </span><br />
<span style="font-family: "verdana" , sans-serif;"><br npdkey="i80d51od0.u5juuxo9dzuuwhfr" style="color: #333333; font-size: 15px; line-height: 21px;" /></span><span style="background-color: white; color: #333333; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">If this does not work then Try:</span><br />
<span style="font-family: "verdana" , sans-serif;"><br npdkey="i80d51od0.q93jcx9yphxmkj4i" style="color: #333333; font-size: 15px; line-height: 21px;" /></span><span style="background-color: white; color: #333333; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">gcc -P main.c </span><br />
<span style="background-color: white; color: #333333; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">gcc -EP main.c </span><br />
<span style="background-color: white; color: #333333; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">gcc /E main.c </span><br />
<span style="background-color: white; color: #333333; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">gcc /P main.c </span><br />
<span style="background-color: white; color: #333333; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">gcc /EP main.c</span><br />
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Kapil Thakarhttp://www.blogger.com/profile/11113576266206482573noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-71436914810589963742017-09-11T23:23:00.003+05:302017-09-14T22:42:21.090+05:30How to Check for Palindrome number in an Decimal Array in C<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">#include <stdio.h></span><br />
<span style="color: #6aa84f; font-family: "verdana" , sans-serif;"><br npdkey="i80cl1h20.d1zfjbumy10885mi" style="font-size: 15px; line-height: 21px;" /></span><span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">char checkpalindrome(int a)</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">{</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> int reminder;</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> int reverse = 0;</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> int result = 0;</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> int orgnum = a;</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> while(a)</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> {</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> reminder = a % 10;</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> a = a / 10;</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> reverse = (reverse * 10) + reminder;</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> //printf("%d\n",reverse);</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> }</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> if(reverse == orgnum)</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> {</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> printf("Valid Palindrome - %d = %d\n", reverse,orgnum);</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> result = 1;</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> }</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> else</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> {</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> printf("(reverse) %d != %d (original)\n", reverse,orgnum);</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> }</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> return result;</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">}</span><br />
<span style="color: #6aa84f; font-family: "verdana" , sans-serif;"><br npdkey="i80cl1gu0.aui6b0bfb3mcxr" style="font-size: 15px; line-height: 21px;" /></span><span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">int main(void) {</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> // your code goes here</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> int x[3] = {121,15151,1022};</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> checkpalindrome(x[0]);</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> checkpalindrome(x[1]);</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> checkpalindrome(x[2]);</span><br />
<span style="color: #6aa84f; font-family: "verdana" , sans-serif;"><br npdkey="i80cl1gt0.x8lso3aac3qbbj4i" style="font-size: 15px; line-height: 21px;" /></span><span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;"> return 0;</span><br />
<span style="background-color: white; color: #6aa84f; font-family: "verdana" , sans-serif; font-size: 15px; line-height: 21px;">}</span><br />
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Kapil Thakarhttp://www.blogger.com/profile/11113576266206482573noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-47395977653696778342017-09-11T23:19:00.005+05:302017-09-14T22:42:21.048+05:30Memory Leak & Dangling Pointer in C<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">Memory Leak & Dangling Pointer</span></h2>
<div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;">Memory leak and dangling pointer are the two common problems that programmers face. These problems are generally observed in large projects where thousands of lines of code is involved and there are hundreds of instances where the programmers would need to access different memory locations. Let's know what each of these two are:</span></div>
</div>
<div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
</div>
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<div style="text-align: justify;">
<b><u><span style="font-family: "verdana" , sans-serif;">Memory Leak:</span></u></b></div>
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<span style="font-family: "verdana" , sans-serif;">In a program a memory leak is said to have occurred if a dynamically allotted memory is not deleted or freed and there is no way the program can again access to the same memory location. Lets look at an example to clearly understand how memory leak occurs.</span></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">#include <iostream></span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">using namespace std;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><br /></span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">int* fun()</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">{</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>int *p = new int;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>*p = 50;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>return p;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">}</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">int main()</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">{</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>int *q = fun();</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>cout<< *q<< endl;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>return 0;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">}</span></i></b></div>
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<span style="font-family: "verdana" , sans-serif;">If we observe in the above code, in the function fun(), for pointer 'p' memory has been dynamically allocated and it is the responsibility of the programmer to free/delete the allocated memory. After fun() has returned there is no way for the programmer to access 'p' again as it is local to fun(). So the term "Memory Leak" makes sense here because the allotted memory is not deleted. Now let's look into what Dangling pointer is and how it is different from Memory Leak.</span></div>
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<b><u><span style="font-family: "verdana" , sans-serif;">Dangling Pointer:</span></u></b></div>
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<span style="font-family: "verdana" , sans-serif;">Dangling pointer is a situation which occurs when a programmer tries to access a memory location through the variable/pointer when the memory is already freed. Suppose if a programmer allocates a memory and store its address in a pointer. If the memory allotted is freed and if the programmer continues to refer to that memory location through the pointer then it is a case of dangling pointer. Generally this situation will lead to run time error or "Segmentation Fault". Lets look at one example before we conclude this article.</span></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">#include <iostream></span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">using namespace std;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">int *p;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">void fun()</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">{</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>p = new int;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>*p = 50;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">}</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">int main()</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">{</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>fun();</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>int *q = p;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>cout<< *q<< endl;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>delete p;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>*q = 100;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>cout<< *q<< endl;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>return 0;</span></i></b></div>
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<b><i><span style="font-family: "verdana" , sans-serif;">}</span></i></b></div>
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<span style="font-family: "verdana" , sans-serif;">In the above example, if we observe both the pointers 'p' & 'q' are pointing to the same location. Now even after 'p' has been deleted, the programmer tries to access the same memory location assuming that still 'q' exists. But when the memory is already freed, how is it possible to refer to the same memory location. </span></div>
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<span style="font-family: "verdana" , sans-serif;">That's all about Memory leak & Dangling pointer, Please give your feedback through the comments if any improvements are needed on this article. </span></div>
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Kapil Thakarhttp://www.blogger.com/profile/11113576266206482573noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-44920659498658045762017-09-11T23:15:00.000+05:302017-09-14T22:42:21.043+05:30How to Convert Number in Binary Format in C with Example Code<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsOJo6Q_67rTZH6zmh3I87Ky4_s-vusuNe-GIuYw7JRqfJuP8gvduOumtpjyA8u-XAsNPWb7xG-Uf1PvmUtVSZdsYZylYWMzzkj5Pr14oeJ11q_u95rOqJ7SHfmo_KcIKYd4bnakGEuqA/s1600/How+to+Print+Number+in+Binary+Format.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "verdana" , sans-serif;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsOJo6Q_67rTZH6zmh3I87Ky4_s-vusuNe-GIuYw7JRqfJuP8gvduOumtpjyA8u-XAsNPWb7xG-Uf1PvmUtVSZdsYZylYWMzzkj5Pr14oeJ11q_u95rOqJ7SHfmo_KcIKYd4bnakGEuqA/s1600/How+to+Print+Number+in+Binary+Format.jpg" width="640" /></span></a></div>
<span style="font-family: "verdana" , sans-serif;"><br /><br /><span style="color: #274e13;">#include "stdafx.h"<br />#include "stdio.h"<br />#include "conio.h"<br />#include "string.h"<br />#include "stdlib.h"<br /><br />const char *bit_rep[16] = </span></span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">{<br />"0000", "0001", "0010", "0011", </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">"0100", "0101", "0110", "0111", </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">"1000", "1001", "1010", "1011", </span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="color: #274e13;">"1100", "1101", "1110", "1111"<br />};</span><br /><br /><span style="color: #20124d;">int _tmain(int argc, _TCHAR* argv[])<br />{<br /> unsigned long int num = 0x12345000;<br /> int printnum = num;<br /><br /> int d = ((sizeof(num)*2)-1);<br /> printf("Number in Hex : %x\n", num);<br /> printf("Total Number of bits : %d\n",d);<br /> printf("Number in bin = ");<br /><br /> for(d;d>0;d--)<br /> { <br /> int dm = d*4;<br /> //printf("\n%d\n", (printnum >> dm) & 0x0F); <br /> printf("%s", bit_rep[(printnum >> dm) & 0x0F]); <br /> }<br /> printf("%s", bit_rep[printnum & 0x0F]); <br /> printf("\n"); <br /><br /> getch();<br /><br /> return 0;<br />}</span></span></div>
Kapil Thakarhttp://www.blogger.com/profile/11113576266206482573noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-27716834736639287872017-07-05T06:32:00.002+05:302017-07-08T09:28:12.885+05:30Best Acupressure Treatment in Whitefiled <div dir="ltr" style="text-align: left;" trbidi="on">
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Kapil Thakarhttp://www.blogger.com/profile/11113576266206482573noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-86464157319964095752017-04-28T20:25:00.000+05:302017-04-28T20:25:02.170+05:30What is difference between static const and const in C with Example Code<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaA4Uoyw1xTrBtHDA9eKrWy52adTFhOLZQlXcAsCixe-n0hMqaXHdNOlyBQSMSvTMlIAkQ_tyuRT-9TkBW7LUIsiMX7F6AyyB6uZnZ256adb8r8kEiPafSikVRdcYewYgsJFG77dgzios/s1600/What+is+difference+between+static+const+and+const.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "verdana" , sans-serif;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaA4Uoyw1xTrBtHDA9eKrWy52adTFhOLZQlXcAsCixe-n0hMqaXHdNOlyBQSMSvTMlIAkQ_tyuRT-9TkBW7LUIsiMX7F6AyyB6uZnZ256adb8r8kEiPafSikVRdcYewYgsJFG77dgzios/s1600/What+is+difference+between+static+const+and+const.jpg" width="640" /></span></a></div>
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;"><br /></span><span style="color: #274e13; font-family: "verdana" , sans-serif;">#include "stdafx.h"</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">#include <stdio.h></span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">#include <conio.h></span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"><br /></span><span style="color: #274e13; font-family: "verdana" , sans-serif;">int testa = 100;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">int testb = 101;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"><br /></span><span style="color: #274e13; font-family: "verdana" , sans-serif;">int test()</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">{ </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> if(testa > testb)</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> return 0;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> else</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> return 1;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">}</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"><br /></span><span style="color: #274e13; font-family: "verdana" , sans-serif;">int _tmain(int argc, _TCHAR* argv[])</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">{</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> for(int k=0; k<5; k++)</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> { </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> static const int tbit = test();</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> printf("Result = %d\n", (tbit));</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> testa++;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> testb--; </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> }</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> getch();</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> return 0;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">}</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"><br /></span><span style="color: #274e13; font-family: "verdana" , sans-serif;">O/P:</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"><br /></span><span style="color: #274e13; font-family: "verdana" , sans-serif;"><br /></span><span style="color: #274e13; font-family: "verdana" , sans-serif;">Result = 1</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">Result = 1</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">Result = 1</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">Result = 1</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">Result = 1</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"><br /></span><span style="color: #274e13; font-family: "verdana" , sans-serif;"><br /></span><span style="color: #274e13; font-family: "verdana" , sans-serif;">#include "stdafx.h"</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">#include <stdio.h></span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">#include <conio.h></span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"><br /></span><span style="color: #274e13; font-family: "verdana" , sans-serif;">int testa = 100;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">int testb = 101;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"><br /></span><span style="color: #274e13; font-family: "verdana" , sans-serif;">int test()</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">{ </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> if(testa > testb)</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> return 0;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> else</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> return 1;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">}</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"><br /></span><span style="color: #274e13; font-family: "verdana" , sans-serif;">int _tmain(int argc, _TCHAR* argv[])</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">{</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> for(int k=0; k<5; k++)</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> { </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> const int tbit = test();</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> printf("Result = %d\n", (tbit));</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> testa++;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> testb--; </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> }</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> getch();</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;"> return 0;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif;">}</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;"><br /></span><span style="color: #20124d; font-family: "verdana" , sans-serif;">O/P:</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><br /></span><span style="color: #20124d; font-family: "verdana" , sans-serif;">Result = 1</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;">Result = 0</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;">Result = 0</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;">Result = 0</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;">Result = 0</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;"><b>Related Post:</b></span><br />
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif; font-weight: normal;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/what-is-segmentation-fault.html" target="_blank">What is Segmentation fault ?</a></span></span></h3>
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<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-access-private-data-members-in-c.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">How to Access Private Data Members in C++ without using friend function</span></a></span></h3>
<h3 class="post-title entry-title" itemprop="name">
<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/process-vs-thread.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">Process Vs Thread </span></a></span></h3>
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<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-add-two-numbers-without-using.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">How to Add Two Numbers Without Using + Operator in C </span></a></span></h3>
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<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/overview-of-function-pointer-in-c-with.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">Overview of Function Pointer in C with Example - What is function pointer & how to use it</span></a></span></h3>
<h3 class="post-title entry-title" itemprop="name">
<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-fork-child-process-with-waitpid.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">How to Fork child process with waitpid & execl in linux with c example code</span></a></span></h3>
</div>
Kapilhttp://www.blogger.com/profile/02715229339086856091noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-78998084030978732752017-04-28T20:22:00.002+05:302017-04-28T20:22:44.988+05:30How do I reverse the Interger Number in C with Example Code<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><br />#include "stdafx.h"<br />#include <conio.h><br />#include "stdlib.h"<br />#include "stdio.h"<br />#include "string.h"<br /><br />int reverseInt(int num)<br />{<br /> int rnum = 0;<br /> printf("%d\n", num); <br /> while(0 != num){<br /> rnum = (rnum * 10) + (num % 10); <br /> num = num / 10;<br /> //printf("%d\n", num); <br /> //printf("%d\n", rnum);<br /> }<br /> return (rnum = rnum + num);<br /><br />}</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><br />int main()<br />{<br /> int a = 12345;<br /> int revnum = 0;<br /> revnum = reverseInt(a); <br /><br /> printf("%d", revnum);<br /><br /> getch();<br /> return 0;<br /> <br />}</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><br /></span><span style="color: #20124d; font-family: "verdana" , sans-serif;">Output:</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><br /></span><span style="color: #20124d; font-family: "verdana" , sans-serif;">54321</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /><b>Related Post:</b></span><br />
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<h3 class="post-title entry-title" itemprop="name">
<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/booting-sequence-for-boot-process-in.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">Booting Sequence for Boot Process in Linux</span></a></span></h3>
<h3 class="post-title entry-title" itemprop="name">
<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-count-number-of-1-or-set-bits-in.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">How to count number of 1 or set bits in a given number</span></a></span></h3>
<h3 class="post-title entry-title" itemprop="name">
<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif; font-weight: normal;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/what-is-segmentation-fault.html" target="_blank">What is Segmentation fault ?</a></span></span></h3>
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<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-access-private-data-members-in-c.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">How to Access Private Data Members in C++ without using friend function</span></a></span></h3>
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<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-add-two-numbers-without-using.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">How to Add Two Numbers Without Using + Operator in C </span></a></span></h3>
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<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/overview-of-function-pointer-in-c-with.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">Overview of Function Pointer in C with Example - What is function pointer & how to use it</span></a></span></h3>
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<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-fork-child-process-with-waitpid.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">How to Fork child process with waitpid & execl in linux with c example code</span></a></span></h3>
</div>
Kapilhttp://www.blogger.com/profile/02715229339086856091noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-43536793805420142202017-04-28T20:20:00.000+05:302017-04-28T20:20:16.873+05:30What is difference between Process and Thread?<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Thread vs Process</span></h2>
<ol>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Thread is the subset of Process. A process can contain many threads in it.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Thread share the memory address space & other resources which are allotted to the process by Kernel.</span></li>
<ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Thread will share file descriptor</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">The thread will share file system context.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Thread will share Signal handling</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Most Processes will not share file descriptor</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Processes will not share file system context.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">Processes will not share Signal handling</span></li>
</ul>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">A Thread can directly communicate with other thread. A Process can communicate with other process using Inter Process Communication mechanism (IPC). Thread communication considerably simple & easy than Process communication. (Socket, Pipe, Message Queue, Shared Memory are the example of IPC)</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">We can say thread have no overhead while process have considerable overhead.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">A thread can have control over other thread of the same process while the process can control its child process.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">A Change to the main thread can affect the other thread while change to parent process can not affect the child process.</span></li>
<li><span style="font-family: "arial" , "helvetica" , sans-serif;">A thread can be considered as light weighted Process or component. </span></li>
</ol>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<h2 style="text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Related Post:</span></h2>
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<h3 class="post-title entry-title">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/booting-sequence-for-boot-process-in.html" target="_blank"><span style="font-weight: normal;">Booting Sequence for Boot Process in Linux</span></a></span></span></h3>
<h3 class="post-title entry-title">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-count-number-of-1-or-set-bits-in.html" target="_blank"><span style="font-weight: normal;">How to count number of 1 or set bits in a given number</span></a></span></span></h3>
<h3 class="post-title entry-title">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-weight: normal;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/what-is-segmentation-fault.html" target="_blank">What is Segmentation fault?</a></span></span></span></h3>
<h3 class="post-title entry-title">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-access-private-data-members-in-c.html" target="_blank"><span style="font-weight: normal;">How to Access Private Data Members in C++ without using friend function</span></a></span></span></h3>
<h3 class="post-title entry-title">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/process-vs-thread.html" target="_blank"><span style="font-weight: normal;">Process Vs Thread </span></a></span></span></h3>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-add-two-numbers-without-using.html" target="_blank"><span style="font-weight: normal;">How to Add Two Numbers Without Using + Operator in C </span></a></span></span></h3>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/overview-of-function-pointer-in-c-with.html" target="_blank"><span style="font-weight: normal;">Overview of Function Pointer in C with Example - What is function pointer & how to use it</span></a></span></span></h3>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-weight: normal;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-fork-child-process-with-waitpid.html" target="_blank">How to Fork child process with waitpid & execl in Linux with c example code</a></span></span></span></h3>
</div>
Kapilhttp://www.blogger.com/profile/02715229339086856091noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-86648593939263370262017-04-28T20:16:00.004+05:302017-04-28T20:16:57.805+05:30Explain Booting Sequence or Boot strap Process in Linux<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><b>BIOS / SYSTEM Startup / Hardware Initialization / CPU Initialization:</b></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">As I mentioned here in the first stage is for Hardware initialization & CPU initialization. Once the System is Powered up by pressing the turning ON button. The First instruction is to Start the execution from BIOS address. BIOS has the list of available or Connected device. Now BIOS will run POST (Power ON Self Test). </span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><b>POST:</b></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">The post is again a piece of code which will perform the basic test to confirm the availability of the hard for the present booting. Request to each device will be sent for confirmation. If we receive the acknowledgment from the device then it means it is available or connect to the system. If the new hardware is connected to the system then connected device list will be updated on next start up. </span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">First Boot Device:</span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">Now BIOS has a list of Connected device. It also has the information about the first boot device. First Boot Device contain the MBR information.</span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><b>MBR (Master Boot Record) / Boot Loader Stage 1:</b></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">BIOS will transfer the control to CPU. CPU will load the MBR. Generally Size MBR will in KBytes only.</span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">It will contain the Three basic information:</span></div>
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span>
<ol>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">Primary Boot Loader (PBL) - 446 Bytes</span></li>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">Partition Table - 64 Bytes (Max 4 Partition)</span></li>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">Magic Numbers - 2 Bytes</span></li>
</ol>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">Primary Bootloader contains the location information about the actual boot loader (GRUB - Boot Loader Stage 2). </span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">Partition Table Contains the information of Starting & Ending Address of Each Partition. The size of the Partition Table restricts the number of Partitions. </span></div>
<div>
<ul>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">Partition Flag</span></li>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">Start CHS</span></li>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">Partition Bytes</span></li>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">End CHS</span></li>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">Start LBA</span></li>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">Size</span></li>
</ul>
</div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">Magic Numbers is used to validate the MBR. It can be used to retrieve the corrupted MBR.</span></div>
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><b>GRUB / Boot Loader Stage 2:</b></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">Using MBR details from Primary Boot Loader, CPU load the GRUB into the RAM Memory. GRUB stands for Grand Unified Boot Loader. GRUB will reside immediately after MBR in memory. Now GRUB will load the default kernel image as specified in GRUB configuration files. You can select the version of the kernel if more than one version is available in GRUB configuration file. GRUB also has information about file system unlike LILO (Linux Loader). GRUB will load & execute the kernel & initrd images.</span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">GRUB configuration file will be available at:</span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">/boot/grub/grub.conf</span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><b>Kernel:</b></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">Once Kernel is loaded into RAM. It will continue to remains into RAM till shutdown happens. Kernel will execute the INIT Process & load the root file systems. </span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><b>INIT Process:</b></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">PID of initrd is 1 as it is the first process executed by the kernel. initrd is the parent process of all another process. Initrd stands for an Initial RAM disk. Initrd is used by the kernel as temporary file system till actual file system will be mounted. </span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">INIT process will run rc.sysinit script available at /etc/rc.d/rc.sysinit which checks </span></div>
<ul>
<li><span style="font-family: "verdana" , sans-serif; font-size: small;">System Properties</span></li>
<li><span style="font-family: "verdana" , sans-serif; font-size: small;">Hardware</span></li>
</ul>
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">& mount </span></div>
<ul>
<li><span style="font-family: "verdana" , sans-serif; font-size: small;">Kernel Modules</span></li>
<li><span style="font-family: "verdana" , sans-serif; font-size: small;">Files System</span></li>
</ul>
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">It will start & stop various process depending on default run level configured in inittab.</span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">To identify the run level we check at:</span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">/etc/inittab</span></div>
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span>
<ol>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">Halt</span></li>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">Single Use</span></li>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">Multi User</span></li>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">Full Mutli User Mode</span></li>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">X11</span></li>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">unsed</span></li>
<li style="text-align: justify;"><span style="font-family: "verdana" , sans-serif; font-size: small;">Reboot</span></li>
</ol>
<span style="font-family: "verdana" , sans-serif; font-size: small;"><br /></span>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small;">At last init process run /etc/rc.local command.</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<h2>
<span style="font-family: "verdana" , sans-serif;">Related Post:</span></h2>
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</div>
<a href="http://ehowquestionsanswers.blogspot.com/2014/07/removing-space-from-given-string.html" style="font-family: "times new roman"; text-align: justify;" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">Removing Space from Given String & Different Methods to Count Number of Ones in Given Value</span></a><br />
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<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/booting-sequence-for-boot-process-in.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">Booting Sequence for Boot Process in Linux</span></a></span></h3>
<h3 class="post-title entry-title">
<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-count-number-of-1-or-set-bits-in.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">How to count number of 1 or set bits in a given number</span></a></span></h3>
<h3 class="post-title entry-title">
<span style="font-family: "verdana" , sans-serif; font-size: small; font-weight: normal;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/what-is-segmentation-fault.html" target="_blank">What is Segmentation fault?</a></span></h3>
<h3 class="post-title entry-title">
<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-access-private-data-members-in-c.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">How to Access Private Data Members in C++ without using friend function</span></a></span></h3>
<h3 class="post-title entry-title">
<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/process-vs-thread.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">Process Vs Thread </span></a></span></h3>
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<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-add-two-numbers-without-using.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">How to Add Two Numbers Without Using + Operator in C </span></a></span></h3>
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<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/overview-of-function-pointer-in-c-with.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">Overview of Function Pointer in C with Example - What is function pointer & how to use it</span></a></span></h3>
<h3 class="post-title entry-title">
<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-fork-child-process-with-waitpid.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">How to Fork child process with waitpid & execl in Linux with c example code</span></a></span></h3>
</div>
</div>
Kapilhttp://www.blogger.com/profile/02715229339086856091noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-78927022168793305032017-04-28T20:16:00.001+05:302017-04-28T20:16:03.952+05:30How do I use Fork, WAITPID & EXECL in Linux with C Program <div dir="ltr" style="text-align: left;" trbidi="on">
<h2 class="element wsite-content-title editable-text" contenteditable="true" id="162386784334847047" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small; font-weight: normal;">If you want to create the new process to do some other task without disturbing your current process then probably you need to create new process or thread which can solve your purpose. It is always difficult to choose process or thread. The fork is used to create the new child process. Remember if you are creating the new process. The value of variable could be different in both the processes (Parent & Child) because child & parent process will have the separate resource to work on.<br /><br />pid_t pid;<br />pid = fork();<br /><br />once the fork is successful means if a child process is created successfully then it fork will return the child process id. after fork system will have two processes.</span></h2>
<ul>
<li><span style="font-family: "verdana" , sans-serif;">Parent Process</span></li>
<li><span style="font-family: "verdana" , sans-serif;">Child Process</span></li>
</ul>
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<span style="font-family: "verdana" , sans-serif; font-size: small; font-weight: normal;">You can get child PID (process id) in a parent. but to get the parent PID you can use getpid() method to know the parent process id. getppid() is used to get the grand parent process it.<br />Whatever statement you are executing after fork that will be executed twice if it falls under both the process. because after fork system have two different processes. In child process PID is equal to 0. Now both the processes child and parent will run independently. exit & _exit can be used at the end of a child process to terminate the execution. exit() will remove the resource occupied by the process properly. So it is preferred to use exit() rather than _exit();<br /><br />if you are planning to use execl() or any of exe family function then be careful about it use. execl will replace your process with a new process. It will not return if successful. If execl fails then it will return -1.<br /><br />At any stage, you can get the error code or errno using errno system variable by including errno.h header. If you are not getting the prints, which you are trying to print then just add \n at the end of your printf statements or use fflush() to flush the buffer. I hope it will solve your problem.<br /><br />waitpid:</span></h2>
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<span style="font-family: "verdana" , sans-serif; font-size: small; font-weight: normal;">waitpid is used get the status of the child process. It may possible that your child process stuck in between and terminated abnormally. There could be many reason where you want to confirm the status of your child process. In such cases you need to use waitpid function call to get the status.<br /><br />waitpid (pid, &status, Options);<br />waitpid has three arguments:</span></h2>
<h2 class="element wsite-content-title editable-text" contenteditable="true" id="162386784334847047" style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif; font-size: small; font-weight: normal;"><br />1: process id of the child process for which you want to get the status.<br />2: status of the child process will be reflected here<br />3: Third option specifies the flow. </span></h2>
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<span style="font-family: "verdana" , sans-serif; font-size: small; font-weight: normal;">If you specify 0 as the third argument then it means that your parent process will wait till your child process finish its job. It is equal to use wait function. If you use WNOHANG as the third argument then it means your parent and child process will run in parallel. The parent will not wait for child process to finish. if waitpid fails the it returns -1. Here also you can use errno to get the exact reason for failure.<br /><br />To readout the child process status it is necessary to convert the process to become zombie process after termination of the process. So once child process is terminated then it is converted to zombie process. In zombie process means, all the resource related to terminated process will not freed till call to waitpid is made. Some of the information related to process is still made available in process table to get out. You should not to handle SIGCHLD signal to convert the process to become zombie. </span></h2>
<ol></ol>
<span style="color: #274e13; font-family: "verdana" , sans-serif;">#include <sys/types.h><br />#include "errno.h"<br />#include "stdio.h"<br />#include "stdlib.h"<br />#include "sys/wait.h"<br />#include "unistd.h"<br />#define MAX_COUNT 5<br />int k = 10;<br />int childStatus;<br />void ChildProcess(void); /* child process prototype */<br />void ParentProcess(pid_t *pid); /* parent process prototype */<br />void main(void)<br />{<br /> pid_t pid;<br /> pid = fork();<br /> printf("forked child pid %d \n",pid);<br /> if (pid == 0)<br /> {<br /> ChildProcess();<br /> exit(5);<br /> }<br /> else if (pid > 0)<br /> {<br /> <br /> ParentProcess(&pid);<br /> }<br /> else<br /> printf("FAILED \n");<br />}<br />void ChildProcess(void)<br />{<br /> int i;<br /> //execl("/usr/bin/find","find",(char *)NULL) ;<br /> execl("/bin/ls","ls",(char *)NULL) ;<br /> for (i = 1; i <= MAX_COUNT; i++)<br /> { <br /> printf(" This line is from child, value = %d\n", i);<br /> sleep(2);<br /> }<br /> printf(" *** Child process is done ***\n");<br /> k = 15;<br />}<br />void ParentProcess(pid_t *pid)<br />{<br /> int i;<br /> sleep(5);<br /> pid_t ret = waitpid((*pid),&childStatus,WNOHANG);<br /> printf("waitpid return value: %d \n", (*pid));<br /> if(ret > 0)<br /> {<br /> printf("SUCCESS %d \n",ret);<br /> printf("CHILD STATUS %d \n",childStatus);<br /> }<br /> <br /> for (i = 1; i <= MAX_COUNT; i++)<br /> {<br /> printf("This line is from parent, value = %d\n", i);<br /> //sleep(1);<br /> }<br /> printf("*** Parent is done ***\n");<br />}</span><br />
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<span style="font-family: "verdana" , sans-serif; font-size: small; font-weight: normal;">Other Example:</span></h3>
<ol></ol>
<span style="color: #20124d; font-family: "verdana" , sans-serif;">#include <errno.h><br />#include <stdio.h><br />#include <stdlib.h><br />#include <sys/wait.h><br />#include <unistd.h><br />#include <sys/ptrace.h><br />#include <signal.h><br />void handle_sigchld(int sig) {<br /> while (waitpid((pid_t)(-1), 0, WNOHANG) > 0) {}<br />}<br />int main(void)<br />{<br /> <br /> struct sigaction sa;<br /> sa.sa_handler = SIG_IGN;<br /> sigemptyset(&sa.sa_mask);<br /> sa.sa_flags = 0;<br /> if (sigaction(SIGCHLD, &sa, 0) == -1) {<br /> perror(0);<br /> exit(1);<br /> }<br /> <br /> sigset_t blockMask, emptyMask;<br /> <br /> /*<br /> <br /> //sigemptyset(&sa.sa_mask);<br /> //sa.sa_flags = 0;<br /> sa.sa_handler = handle_sigchld;<br /> if (sigaction(SIGCHLD, &sa, NULL) == -1)<br /> printf("sigaction");<br /> <br /> <br /> sigemptyset(&blockMask);<br /> sigaddset(&blockMask, SIGCHLD);<br /> if (sigprocmask(SIG_SETMASK, &blockMask, NULL) == -1)<br /> printf("sigprocmask");<br /> */<br /> <br /> pid_t Checksum_pid = fork();<br /> printf("\nChecksum_pid : %d", Checksum_pid);<br /> if (Checksum_pid < 0)<br /> printf("Fork Failed\n");<br /> else if (Checksum_pid == 0)<br /> {<br /> printf("\nInside Child Process before execl\n"); <br /> //execl("/bin/sleep", "/bin/sleep", "2", NULL);<br /> execl("/bin/ls","ls",(char *)NULL) ;<br /> //exit(EXIT_FAILURE);<br /> printf("\nInside Child Process after execl\n");<br /> exit(EXIT_FAILURE);<br /> }<br /> else<br /> {<br /> int childStatus = 0xFF00;<br /> siginfo_t si; <br /> printf("\nInside Parent Process");<br /> <br /> printf("\nParent Sleep for 5 second\n"); <br /> sleep(5);<br /> <br /> printf("\nchildStatus : %d", childStatus);<br /> printf("\nstrerror : %s", strerror(errno));<br /> pid_t returnValue = waitpid(Checksum_pid, &childStatus, WNOHANG);<br /> //pid_t returnValue = waitid(P_PID, Checksum_pid, &si, WNOHANG | WEXITED); <br /> printf("\nreturnValue : %d", returnValue);<br /> printf("\nchildStatus : %d", childStatus);<br /> printf("\nstrerror : %s", strerror(errno));<br /> if (returnValue > 0)<br /> {<br /> if (WIFEXITED(childStatus))<br /> printf("\nChild Exit Code: %d\n", WEXITSTATUS(childStatus));<br /> else<br /> printf("\nChild Exit Status: 0x%.4X\n", childStatus);<br /> }<br /> else if (returnValue == 0)<br /> printf("\nChild process still running\n");<br /> else<br /> {<br /> if (errno == ECHILD)<br /> printf("\nError ECHILD!!\n");<br /> else if (errno == EINTR)<br /> printf("\nError EINTR!!\n");<br /> else<br /> printf("\nError EINVAL!!\n");<br /> }<br /> if (WIFEXITED(childStatus)) {<br /> printf("exited, status=%d\n", WEXITSTATUS(childStatus));<br /> } else if (WIFSIGNALED(childStatus)) {<br /> printf("killed by signal %d\n", WTERMSIG(childStatus));<br /> } else if (WIFSTOPPED(childStatus)) {<br /> printf("stopped by signal %d\n", WSTOPSIG(childStatus));<br /> } else if (WIFCONTINUED(childStatus)) {<br /> printf("continued\n");<br /> }<br /> else{<br /> perror("waitpid error");<br /> }<br /> printf("\nParent: I am about to finish\n");<br /> }<br /> return 0;<br />}</span><br />
<h2 class="element wsite-content-title editable-text" contenteditable="true" id="162386784334847047" style="text-align: justify;">
</h2>
<h2 style="text-align: left;">
<span style="font-family: "verdana" , sans-serif;">Related Post:</span></h2>
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<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-access-private-data-members-in-c.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">How to Access Private Data Members in C++ without using friend function</span></a></span></h3>
<h3 class="post-title entry-title">
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<h3 class="post-title entry-title">
<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-add-two-numbers-without-using.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">How to Add Two Numbers Without Using + Operator in C </span></a></span></h3>
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<span style="font-size: small;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/overview-of-function-pointer-in-c-with.html" target="_blank"><span style="font-family: "verdana" , sans-serif; font-weight: normal;">Overview of Function Pointer in C with Example - What is function pointer & how to use it</span></a></span></h3>
<h3 class="post-title entry-title">
<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif; font-weight: normal;"><a href="http://ehowquestionsanswers.blogspot.com/2014/07/how-to-fork-child-process-with-waitpid.html" target="_blank">How to Fork child process with waitpid & execl in Linux with c example code</a></span></span></h3>
</div>
Kapilhttp://www.blogger.com/profile/02715229339086856091noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-25495068072293247792017-04-28T20:15:00.000+05:302017-04-28T20:15:17.902+05:30How to Access Private Data Members in C++ Without Using Friend Function<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: "verdana" , sans-serif;">You can refer the below YouTube Video in which I have explained the complete program. Example code is given below. </span><br />
<br />
<div class="separator" style="clear: both;">
<span style="font-family: "verdana" , sans-serif;"></span></div>
<span style="font-family: "verdana" , sans-serif;"><br /><span style="color: #20124d;">#include <stdio.h></span></span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;">#include <stdlib.h></span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;">#include <conio.h></span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;">#include <string.h></span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><br />class Test</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;">{</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>private:</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>int privateData;</span><br />
<span class="Apple-tab-span" style="color: #20124d; font-family: "verdana" , sans-serif; white-space: pre;"> </span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>public:</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>Test(int data1)</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>{</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>privateData = data1;</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>}</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>void display();</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;">};</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><br /><br />void Test::display()</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>{</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>printf("Value of private data = %d\n", privateData);</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>}</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><br />int main()</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;">{</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>Test obj1(97);</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>printf("Before Change:\n");</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>obj1.display();</span><br />
<span class="Apple-tab-span" style="color: #20124d; font-family: "verdana" , sans-serif; white-space: pre;"> </span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>int *p = (int *) &obj1;</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>*p = 43;</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>printf("Violate the Object Oriented Programming Concept\n");</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>printf("After Change:\n");</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>obj1.display();</span><br />
<span class="Apple-tab-span" style="color: #20124d; font-family: "verdana" , sans-serif; white-space: pre;"> </span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>getch();</span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;"><span class="Apple-tab-span" style="white-space: pre;"> </span>return 1;<span class="Apple-tab-span" style="white-space: pre;"> </span></span><br />
<span style="color: #20124d; font-family: "verdana" , sans-serif;">}</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;"><b>Note:-</b></span><br />
<span style="font-family: "verdana" , sans-serif;">Accessing the private data using this type of algorithm is against Object Oriented Concept. </span><br />
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Kapilhttp://www.blogger.com/profile/02715229339086856091noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-5102610854822472002017-04-28T20:13:00.001+05:302017-04-28T20:13:31.607+05:30What is the Use of Function Pointer in C ?<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<span style="font-family: "verdana" , sans-serif; font-size: small;"><span style="color: #274e13;">#include <stdio.h></span></span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">#include <stdlib.h></span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">#include <conio.h></span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">#include <string.h></span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><br />/********** Addition ***************/</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">int add(int a, int b)</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">{</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>int c = a + b;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>return c;<span class="Apple-tab-span" style="white-space: pre;"> </span></span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">}</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><br />/********** Substraction ***************/</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">int sub(int a, int b)</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">{</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>int c = a - b;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>return c;<span class="Apple-tab-span" style="white-space: pre;"> </span></span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">}</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><br />/********** Multiplication ***************/</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">int mul(int a, int b)</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">{</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>int c = a * b;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>return c;<span class="Apple-tab-span" style="white-space: pre;"> </span></span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">}</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><br />/********** Division ***************/</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">int division(int a, int b)</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">{</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>int c = a / b;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>return c;<span class="Apple-tab-span" style="white-space: pre;"> </span></span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">}</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><br />int main()</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">{</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>//function pointer with two int as an argument and retuns int value</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>int (*ptr)(int,int);</span><br />
<span class="Apple-tab-span" style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small; white-space: pre;"> </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>int sum; //to get the sum value using function pointer</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><br /></span>
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>int num1 = 2, num2 = 1;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><br /></span>
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>printf("Number1 = %d\nNumber2 = %d\n",num1,num2);</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><br /></span>
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>int val1 = 50; int val2 = 20; //used with arrary of function pointer</span><br />
<span class="Apple-tab-span" style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small; white-space: pre;"> </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>ptr = add; //Assign the function address to function pointer</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><br /></span>
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>sum = (*ptr)(num1,num2); //Calling the function using function pointer</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><br /></span>
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>printf("Addition using function pointer = %d\n",sum);</span><br />
<span class="Apple-tab-span" style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small; white-space: pre;"> </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>ptr = sub; //Assign the function address to function pointer</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><br /></span>
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>sum = (*ptr)(num1,num2); //Calling the function using function pointer</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><br /></span>
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>printf("Substraction using function pointer = %d\n",sum);</span><br />
<span class="Apple-tab-span" style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small; white-space: pre;"> </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>//Array of 4 function pointers accepting two int arguments and returns int</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>int (*aptr[4])(int,int) = {add, sub, mul, division};</span><br />
<span class="Apple-tab-span" style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small; white-space: pre;"> </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>//Calling the appropriate function using array of function pointer</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>int fptrResult = (aptr[sum])(val1,val2);</span><br />
<span class="Apple-tab-span" style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small; white-space: pre;"> </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>printf("Result = %d",fptrResult);</span><br />
<span class="Apple-tab-span" style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small; white-space: pre;"> </span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>getch();</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;"><span class="Apple-tab-span" style="white-space: pre;"> </span>return 0;</span><br />
<span style="color: #274e13; font-family: "verdana" , sans-serif; font-size: small;">}</span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<h2>
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Kapilhttp://www.blogger.com/profile/02715229339086856091noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-19708967246779228772017-01-11T02:22:00.001+05:302017-01-11T02:22:44.738+05:30How to Add Two Numbers Without Using Plus Operator in C <div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: #351c75; font-family: "verdana" , sans-serif;">#include <stdio.h></span><br />
<span style="color: #351c75; font-family: "verdana" , sans-serif;">#include <conio.h></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="color: #351c75;"><br /></span><span style="color: #351c75;">unsigned int f (unsigned int a , unsigned int b);</span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="color: #351c75;"><br /></span><span style="color: #351c75;">unsigned int f (unsigned int a , unsigned int b)</span></span><br />
<span style="color: #351c75; font-family: "verdana" , sans-serif;">{</span><br />
<span style="color: #351c75; font-family: "verdana" , sans-serif;"> return a ? f ( (a&b) << 1, a ^b) : b;</span><br />
<span style="color: #351c75; font-family: "verdana" , sans-serif;">}</span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="color: #351c75;"><br /></span><span style="color: #351c75;">int main()</span></span><br />
<span style="color: #351c75; font-family: "verdana" , sans-serif;">{</span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="color: #351c75;"><br /></span><span style="color: #351c75;">int a = 9;</span></span><br />
<span style="color: #351c75; font-family: "verdana" , sans-serif;">int b = 7;</span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="color: #351c75;"><br /></span><span style="color: #351c75;">int c = f(a,b);</span></span><br />
<span style="color: #351c75; font-family: "verdana" , sans-serif;">printf("Sum = %d", c);</span><br />
<span style="color: #351c75; font-family: "verdana" , sans-serif;">getch();</span><br />
<span style="color: #351c75; font-family: "verdana" , sans-serif;">return 0;</span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="color: #351c75;"><br /></span><span style="color: #351c75;">}</span></span><br />
<div>
<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div>
<span style="font-family: "verdana" , sans-serif;"><b>---------------------</b></span></div>
<div>
<span style="font-family: "verdana" , sans-serif;"><b>Output: Sum = 16</b></span></div>
<div>
<span style="font-family: "verdana" , sans-serif;"><b>---------------------</b></span></div>
<div>
<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div>
<span style="color: #38761d; font-family: "verdana" , sans-serif;">Description:</span></div>
<div>
<span style="color: #38761d; font-family: "verdana" , sans-serif;"><br /></span></div>
<div>
<span style="color: #38761d; font-family: "verdana" , sans-serif;">For Example a = 5 and b=1 then</span></div>
<div>
<div>
<span style="color: #38761d; font-family: "verdana" , sans-serif;">f(5,1) --> returns f(2,4) --> returns f(0,6) --> returns 6</span></div>
<div>
<span style="color: #38761d; font-family: "verdana" , sans-serif;"><br /></span></div>
<div>
<span style="color: #38761d; font-family: "verdana" , sans-serif;">1) 5&1 (0101 & 0001) = 1 bit shifted = 2: 5^1 (0101 ^ 0001) = 4</span></div>
<div>
<span style="color: #38761d; font-family: "verdana" , sans-serif;">2) 2&4 (0010 & 0100) = 0 bit shifted = 0: 2^4 (0010 ^ 0100) = 6</span></div>
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<span style="color: #38761d; font-family: "verdana" , sans-serif;">3) a = 0 so return b of 6</span></div>
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<span style="color: #38761d; font-family: "verdana" , sans-serif;"><br /></span></div>
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<span style="color: #38761d; font-family: "verdana" , sans-serif;">For Example a = 4 and b=3 then</span></div>
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<span style="color: #38761d; font-family: "verdana" , sans-serif;">f(4,3) --> returns f(0,7) --> returns 7</span></div>
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<span style="color: #38761d; font-family: "verdana" , sans-serif;"><br /></span></div>
<div>
<span style="color: #38761d; font-family: "verdana" , sans-serif;">1) 4&3 (0100 & 0011) = 0 bit shifted = 0: 4^3 (0100 ^ 0011) = 7</span></div>
<div>
<span style="color: #38761d; font-family: "verdana" , sans-serif;">2) a = 0 so return b of 7</span></div>
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Kapil Thakarhttp://www.blogger.com/profile/11113576266206482573noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-23823455793734718612016-09-09T13:55:00.001+05:302020-07-13T01:56:40.358+05:30What is difference between MODBUS RTU and ASCII <div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: "segoe ui" , sans-serif; line-height: 19.26px;">If you are working on MODBUS or worked on MODBUS then you should know the below difference between RTU and ASCII which is common</span><span class="apple-converted-space"><span style="font-family: "segoe ui" , sans-serif; line-height: 19.26px;"> </span><span style="font-family: "segoe ui" , sans-serif; line-height: 19.26px;">interview question for MODBUS.</span></span><br />
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<span class="apple-converted-space"><span style="font-family: "segoe ui" , sans-serif; line-height: 19.26px;">COMPARISON TABLE:</span></span></div>
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<b><span style="color: #20124d; font-family: "segoe ui" , "sans-serif";">Sr. No</span></b></div>
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<b><span style="color: #20124d; font-family: "segoe ui" , "sans-serif";">MODBUS RTU</span></b></div>
</td><td style="border: 1pt solid; padding: 0in 5.4pt; width: 215.75pt;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<b><span style="color: #20124d; font-family: "segoe ui" , "sans-serif";">MODBUS ASCII</span></b></div>
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<span style="font-family: "segoe ui" , "sans-serif";">1</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">It uses CRC16 method for checksum calculation. There are two bytes for checksum. More complex than LRC checksum calculation.</span></div>
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<br /></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; padding: 0in 5.4pt; width: 215.75pt;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "segoe ui" , "sans-serif";">It uses LRC checksum calculation method which is of 1 byte. Less complex than CRC16.</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">2</span></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; padding: 0in 5.4pt; width: 3in;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "segoe ui" , "sans-serif";">It comparison to ASCII mode, it requires less data length (total number of bytes) – half of ASCII mode which result in more speed.</span></div>
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<br /></div>
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<br /></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; padding: 0in 5.4pt; width: 215.75pt;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "segoe ui" , "sans-serif";">It requires almost double length data as compare to RTU due to ASCII mode of transmission, which results in less speed of transmission.</span></div>
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<tr><td style="border: 1pt solid; padding: 0in 5.4pt; width: 35.75pt;" valign="top" width="48"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "segoe ui" , "sans-serif";">3</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">Data is transmitted in hex format.</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">Example: 13: 0x0D</span></div>
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<br /></div>
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<span style="font-family: "segoe ui" , "sans-serif";">Data transmitted in ASCII format.</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">Example: 13 – 0x31, 0x33.</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">4</span></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; padding: 0in 5.4pt; width: 3in;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "segoe ui" , "sans-serif";">Not much reliable as compare to ASCII mode of transmission.</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">Much reliable than RTU mode of transmission of data.</span></div>
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<br /></div>
</td></tr>
<tr><td style="border: 1pt solid; padding: 0in 5.4pt; width: 35.75pt;" valign="top" width="48"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "segoe ui" , "sans-serif";">5</span></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; padding: 0in 5.4pt; width: 3in;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "segoe ui" , "sans-serif";">It uses 3.5 character space as a silent frame timing requirement to indicate the end of the frame. Any deviation in this timing can result in error.</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">It uses ASCII character to indicate begin and end of the frame, which make it more reliable than RTU.</span></div>
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<br /></div>
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<span style="font-family: "segoe ui" , "sans-serif";">6</span></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; padding: 0in 5.4pt; width: 3in;" valign="top" width="288"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "segoe ui" , "sans-serif";">No such dedicated character to indicate the end of frame.</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">CR LF – End of the Frame</span></div>
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<br /></div>
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<span style="font-family: "segoe ui" , "sans-serif";">7</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">No such dedicated character to indicate the start of frame.</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">Character: is used to indicate the start of the frame.</span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
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<br />
MODBUS RTU VS ASCII FRAMES:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRJNWDHgjCXggbbDI2h_DX2SzrTcwF-mZzWJMp3Ia7KbtOf3Cu7yyrE_bLQYwvrxWnyfeom8cJK9HYwKqVVGMMTuB8RS4xcd1amT1truCZJvtZSP0S6b9K0t0I6tGQAmyt_2Rj9KJGesc/s1600/MODBUS_RTU_ASCII.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="292" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRJNWDHgjCXggbbDI2h_DX2SzrTcwF-mZzWJMp3Ia7KbtOf3Cu7yyrE_bLQYwvrxWnyfeom8cJK9HYwKqVVGMMTuB8RS4xcd1amT1truCZJvtZSP0S6b9K0t0I6tGQAmyt_2Rj9KJGesc/s640/MODBUS_RTU_ASCII.png" width="640" /></a></div>
<b><span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;">MODBUS - CHECKSUM Sample Code:</span></b><br />
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<br /></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"><b>LRC Example Code</b></span><span style="font-family: "segoe ui" , sans-serif; font-size: 13.5pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"><br /></span><span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.0pt;">BYTE LRC (BYTE *aData, WORD wLen)<br />{<br />BYTE nLRC = 0 ; // LRC initialized<br /><br />for (int i = 0; i < wLen; i++)<br />nLRC += *aData++;<br /><br />return (BYTE)(-nLRC);<br /><br />}</span><span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"><o:p></o:p></span></div>
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<br /></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"><b>CRC Example Code</b></span><span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;">WORD CRC16 (const BYTE *nData, WORD wLen)<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;">{<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;">static const WORD wCRC_Table[] = {<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X0000, 0XC0C1, 0XC181, 0X0140, 0XC301, 0X03C0, 0X0280, 0XC241,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0XC601, 0X06C0, 0X0780, 0XC741, 0X0500, 0XC5C1, 0XC481, 0X0440,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0XCC01, 0X0CC0, 0X0D80, 0XCD41, 0X0F00, 0XCFC1, 0XCE81, 0X0E40,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X0A00, 0XCAC1, 0XCB81, 0X0B40, 0XC901, 0X09C0, 0X0880, 0XC841,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0XD801, 0X18C0, 0X1980, 0XD941, 0X1B00, 0XDBC1, 0XDA81, 0X1A40,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X1E00, 0XDEC1, 0XDF81, 0X1F40, 0XDD01, 0X1DC0, 0X1C80, 0XDC41,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X1400, 0XD4C1, 0XD581, 0X1540, 0XD701, 0X17C0, 0X1680, 0XD641,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0XD201, 0X12C0, 0X1380, 0XD341, 0X1100, 0XD1C1, 0XD081, 0X1040,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0XF001, 0X30C0, 0X3180, 0XF141, 0X3300, 0XF3C1, 0XF281, 0X3240,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X3600, 0XF6C1, 0XF781, 0X3740, 0XF501, 0X35C0, 0X3480, 0XF441,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X3C00, 0XFCC1, 0XFD81, 0X3D40, 0XFF01, 0X3FC0, 0X3E80, 0XFE41,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0XFA01, 0X3AC0, 0X3B80, 0XFB41, 0X3900, 0XF9C1, 0XF881, 0X3840,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X2800, 0XE8C1, 0XE981, 0X2940, 0XEB01, 0X2BC0, 0X2A80, 0XEA41,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0XEE01, 0X2EC0, 0X2F80, 0XEF41, 0X2D00, 0XEDC1, 0XEC81, 0X2C40,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0XE401, 0X24C0, 0X2580, 0XE541, 0X2700, 0XE7C1, 0XE681, 0X2640,<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X2200, 0XE2C1, 0XE381, 0X2340, 0XE101, 0X21C0, 0X2080, 0XE041,<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0XA001, 0X60C0, 0X6180, 0XA141, 0X6300, 0XA3C1, 0XA281, 0X6240,<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X6600, 0XA6C1, 0XA781, 0X6740, 0XA501, 0X65C0, 0X6480, 0XA441,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X6C00, 0XACC1, 0XAD81, 0X6D40, 0XAF01, 0X6FC0, 0X6E80, 0XAE41,<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0XAA01, 0X6AC0, 0X6B80, 0XAB41, 0X6900, 0XA9C1, 0XA881, 0X6840,<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X7800, 0XB8C1, 0XB981, 0X7940, 0XBB01, 0X7BC0, 0X7A80, 0XBA41,<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0XBE01, 0X7EC0, 0X7F80, 0XBF41, 0X7D00, 0XBDC1, 0XBC81, 0X7C40,<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0XB401, 0X74C0, 0X7580, 0XB541, 0X7700, 0XB7C1, 0XB681, 0X7640,<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X7200, 0XB2C1, 0XB381, 0X7340, 0XB101, 0X71C0, 0X7080, 0XB041,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X5000, 0X90C1, 0X9181, 0X5140, 0X9301, 0X53C0, 0X5280, 0X9241,<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X9601, 0X56C0, 0X5780, 0X9741, 0X5500, 0X95C1, 0X9481, 0X5440,<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X9C01, 0X5CC0, 0X5D80, 0X9D41, 0X5F00, 0X9FC1, 0X9E81, 0X5E40,<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X5A00, 0X9AC1, 0X9B81, 0X5B40, 0X9901, 0X59C0, 0X5880, 0X9841,<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X8801, 0X48C0, 0X4980, 0X8941, 0X4B00, 0X8BC1, 0X8A81, 0X4A40,<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X4E00, 0X8EC1, 0X8F81, 0X4F40, 0X8D01, 0X4DC0, 0X4C80, 0X8C41,<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X4400, 0X84C1, 0X8581, 0X4540, 0X8701, 0X47C0, 0X4680, 0X8641,<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> 0X8201, 0X42C0, 0X4380, 0X8341, 0X4100, 0X81C1, 0X8081, 0X4040<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;">};<o:p></o:p></span></div>
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<br /></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;">BYTE temp;<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;">WORD wCRC = 0xFFFF;<o:p></o:p></span></div>
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<br /></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> while (wLen--)<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> {<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> temp = *nData++ ^ wCRC;<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> wCRC >>= 8;<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> wCRC ^= wCRC_Table[nTemp];<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> }<o:p></o:p></span></div>
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<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"> return wCRC;</span><span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"><o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;">} </span><span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"><o:p></o:p></span><br />
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"><br /></span><span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;">Visit below reference page for more details: </span><br />
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;">Ref: http://www.modbustools.com/modbus.html/</span><br />
<span style="color: #333333; font-family: "segoe ui" , "sans-serif"; font-size: 10.5pt;"><br /></span>
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Kapilhttp://www.blogger.com/profile/02715229339086856091noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-17607491580792050182016-09-09T13:52:00.001+05:302016-09-09T13:52:42.428+05:30Write a program that compile in C not in C++<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "segoe ui" , "sans-serif";">To get this answer, we just need to think about the difference in C & C++.</span></div>
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<br /></div>
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<span style="font-family: "segoe ui" , sans-serif;">Examples:</span><br />
<span style="font-family: "segoe ui" , sans-serif;"><br /></span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">1)</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";"><br /></span></div>
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<span style="font-family: "segoe ui" , sans-serif;">There is automatic implicit type conversion in C which is not available in C++.</span></div>
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<span style="font-family: "segoe ui" , sans-serif;"><br /></span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">void *vptr;</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">int *iPTR = vptr; //allowed in C, not in C++</span></div>
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<span style="color: #6aa84f;"><br /></span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">To compile in C++:</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">void *vptr;</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">int *iPTR = static_cast<int*> vptr;</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";"><br /></span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">2)</span></div>
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<span style="font-family: "segoe ui" , sans-serif;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "segoe ui" , sans-serif;">There is automatic implicit type conversion in C which is not available in C++.</span></div>
<div class="MsoNormal">
<span style="color: #6aa84f; font-family: "segoe ui" , sans-serif;"><br /></span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">int temp = malloc (10); //allowed in C, not in C++</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">int temp = malloc (sizeof (int) * 10); //allowed in C, not in C++</span></div>
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<span style="color: #6aa84f;"><br /></span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">To Compile in C++:</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">int temp = static_cast<int*> malloc (10);</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">int temp = static_cast<int*> malloc (sizeof (int) * 10);</span></div>
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<span style="color: #6aa84f;"><br /></span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">There are many additional keywords available in C++ which is not available in C.</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">int new; //Compile in C not in C++ as new is <g class="gr_ gr_64 gr-alert gr_gramm gr_run_anim Grammar only-ins doubleReplace replaceWithoutSep" data-gr-id="64" id="64" style="animation: gr__appear_critical 0.4s ease forwards; background-image: url("data:image/svg+xml; background-position: 0px calc(100% + 3px); background-repeat: no-repeat; background-size: 100% 100%; border-bottom: 2px solid transparent; http: //www.w3.org/2000/svg' width='100%' height='100%'%3E%3Cline x1='4' y1='100%' x2='100%' y2='100%' transform='translate(-1.5, -2.5)' stroke-width='3' stroke-linecap='round' stroke='%23f3a8a3'/%3E%3C/svg%3E");">keyword</g> in C++</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">int class; //keyword in c++</span></div>
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<br /></div>
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<span style="font-family: "segoe ui" , "sans-serif";">3)</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";"><br /></span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">Function without argument is considered as arguments are not provided and it is legal to call the function with arguments. While C++ it is considered no argument and not legal to call the function with <g class="gr_ gr_68 gr-alert gr_gramm gr_run_anim Grammar only-ins doubleReplace replaceWithoutSep" data-gr-id="68" id="68" style="animation: gr__appear_critical 0.4s ease forwards; background-image: url("data:image/svg+xml; background-position: 0px calc(100% + 3px); background-repeat: no-repeat; background-size: 100% 100%; border-bottom: 2px solid transparent; http: //www.w3.org/2000/svg' width='100%' height='100%'%3E%3Cline x1='4' y1='100%' x2='100%' y2='100%' transform='translate(-1.5, -2.5)' stroke-width='3' stroke-linecap='round' stroke='%23f3a8a3'/%3E%3C/svg%3E");">error</g>.</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";"><br /></span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">int foo()</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">void main()</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">{</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">foo(2,3); //error in C++</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">}</span></div>
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<br /></div>
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<span style="font-family: "segoe ui" , "sans-serif";">4)</span></div>
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<span style="font-family: "segoe ui" , sans-serif;"><br /></span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , sans-serif;">sizeof(‘ch’) is equal to sizeof(int) in C</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">sizeof(‘ch”) is equal to sizeof(char) in C++</span></div>
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<br /></div>
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<span style="font-family: "segoe ui" , "sans-serif";">5)</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";"><br /></span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">It is required to initialize the const variable while declaring it in C++ but not necessary in C.</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";"><br /></span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">const int a; //through error in C++</span></div>
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<br /></div>
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<span style="font-family: "segoe ui" , "sans-serif";">6)</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";"><br /></span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">Variable length array is not allowed in C++ while allowed in C.</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">int a = func(2);</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">int b[a];</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">To handle the same thing in C++ you need to use vector.</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">vector<int> b(a);</span></div>
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<br /></div>
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<span style="font-family: "segoe ui" , "sans-serif";">7) </span></div>
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<span style="font-family: "segoe ui" , "sans-serif";"><br /></span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">Assignment of const integer pointer to integer pointer is not allowed without type casting in C++ but allowed <g class="gr_ gr_58 gr-alert gr_spell gr_run_anim ContextualSpelling ins-del" data-gr-id="58" id="58" style="animation: gr__appear_critical 0.4s ease forwards; background-image: url("data:image/svg+xml; background-position: 0px calc(100% + 3px); background-repeat: no-repeat; background-size: 100% 100%; border-bottom: 2px solid transparent; http: //www.w3.org/2000/svg' width='100%' height='100%'%3E%3Cline x1='4' y1='100%' x2='100%' y2='100%' transform='translate(-1.5, -2.5)' stroke-width='3' stroke-linecap='round' stroke='%23f3a8a3'/%3E%3C/svg%3E");">in c</g>.</span><br />
<span style="font-family: "segoe ui" , "sans-serif";"><br /></span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">const int x = 12;</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">int* a = &x;</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">Some of the c <g class="gr_ gr_65 gr-alert gr_gramm gr_run_anim Grammar multiReplace" data-gr-id="65" id="65" style="animation: gr__appear_critical 0.4s ease forwards; background-image: url("data:image/svg+xml; background-position: 0px calc(100% + 3px); background-repeat: no-repeat; background-size: 100% 100%; border-bottom: 2px solid transparent; http: //www.w3.org/2000/svg' width='100%' height='100%'%3E%3Cline x1='4' y1='100%' x2='100%' y2='100%' transform='translate(-1.5, -2.5)' stroke-width='3' stroke-linecap='round' stroke='%23f3a8a3'/%3E%3C/svg%3E");">compiler</g> generate warnings.</span></div>
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<br /></div>
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<span style="font-family: "segoe ui" , "sans-serif";">8) </span></div>
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<span style="font-family: "segoe ui" , "sans-serif";"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "segoe ui" , "sans-serif";">Function without return type is considered as integer return type by default in C but not in C++.</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";"><br /></span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">func(int);</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">void main()</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">{</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">int abc = func(5);</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">}</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "segoe ui" , "sans-serif";">This works well with C but not with C++.</span></div>
<div class="MsoNormal">
<span style="font-family: "segoe ui" , "sans-serif";"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "segoe ui" , "sans-serif";">9)</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";">You cannot skip or cross the definition using goto or switch statement in C++ while possible in C.</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";"><br /></span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">goto yourLabel:</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">int ab =5;</span></div>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">yourLabel:</span></div>
<span style="color: #6aa84f;"><br /></span>
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<span style="color: #6aa84f; font-family: "segoe ui" , "sans-serif";">printf(“%d”, ab);</span></div>
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<span style="font-family: "segoe ui" , "sans-serif";"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "segoe ui" , "sans-serif";">Please share your comments and feedback on above programs. </span></div>
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Kapilhttp://www.blogger.com/profile/02715229339086856091noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-58324529347943988632016-04-01T21:35:00.002+05:302016-05-09T00:22:08.721+05:30Daily Quote<div dir="ltr" style="text-align: left;" trbidi="on">
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<b style="font-family: verdana, sans-serif;">Quote No: 1</b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFW1yRzODzKZi9vmrOtWwaBbcXuZcm12mWuRM-vannV5rBZagTM60hgPi6tEXsgCqPQcNk3UPeSQ-swcPZAdRy5E2a86PvbnINvISpLTTex-mtRNDgRLl8_lj-CNRalISUM5jT-JIQdYk/s1600/walker-1208261_1280.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFW1yRzODzKZi9vmrOtWwaBbcXuZcm12mWuRM-vannV5rBZagTM60hgPi6tEXsgCqPQcNk3UPeSQ-swcPZAdRy5E2a86PvbnINvISpLTTex-mtRNDgRLl8_lj-CNRalISUM5jT-JIQdYk/s640/walker-1208261_1280.jpg" width="640" /></a></div>
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<span style="text-align: left;"><span style="font-family: "verdana" , sans-serif;"><b>Quote No: 2</b></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZttngkf7geLQP8grSAQLysczB6zLMr1cx8-d1PNtB7AoqkXorGWQmF0yu3u7Tsk2pxhVeGRRzOpYRLWdhp97fgEvl3VSVIAj2366SOSqBWgUFyaneANyJFd0-TfrYrx88GjQ1k3AWScs/s1600/glass-602889_1920.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="514" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZttngkf7geLQP8grSAQLysczB6zLMr1cx8-d1PNtB7AoqkXorGWQmF0yu3u7Tsk2pxhVeGRRzOpYRLWdhp97fgEvl3VSVIAj2366SOSqBWgUFyaneANyJFd0-TfrYrx88GjQ1k3AWScs/s640/glass-602889_1920.jpg" width="640" /></a></div>
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<span style="text-align: left;"><span style="font-family: "verdana" , sans-serif;"><b>Quote No: 3</b></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVMWkO4iG-L4GvQmzNdGUHMc-s45eb-QdDohL_7dee5vneun-NrB_qKfKF360XY2FID86hzCm_YEahF7Bd2y7qoCTul9_jlgPj4rq4MvUzDHAJSDxMzzLI3BIhjVA2N7zJcxuVL-6qLt8/s1600/FindingMistakes.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVMWkO4iG-L4GvQmzNdGUHMc-s45eb-QdDohL_7dee5vneun-NrB_qKfKF360XY2FID86hzCm_YEahF7Bd2y7qoCTul9_jlgPj4rq4MvUzDHAJSDxMzzLI3BIhjVA2N7zJcxuVL-6qLt8/s640/FindingMistakes.jpg" width="640" /></a></div>
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<span style="text-align: left;"><span style="font-family: "verdana" , sans-serif;"><b style="text-align: center;">Quote: 4</b></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIF_l35VyGVHhKSAmiDNrFW8YQgqxAq2L_SLxo-F57qMUmR6rJIGvgvULtHmQqQSu8mYzFxmoYdM-cq9ZmojCxFz4cAYSoPEQ_6ihgBdQ_QLPDmPWpamUR-alMTFuI3tKiU5N2Tpy5J_I/s1600/If-Else_Relationship.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="424" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIF_l35VyGVHhKSAmiDNrFW8YQgqxAq2L_SLxo-F57qMUmR6rJIGvgvULtHmQqQSu8mYzFxmoYdM-cq9ZmojCxFz4cAYSoPEQ_6ihgBdQ_QLPDmPWpamUR-alMTFuI3tKiU5N2Tpy5J_I/s640/If-Else_Relationship.jpg" width="640" /></a></div>
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<span style="font-family: "verdana" , sans-serif;"><b>Quote: 5</b></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVEJxiyHNSkdwKAsVQIkJCvg9WwOeId1X2vbIrLa66PkCeXvcu4G38-fH12DK1K4VNIjDJfiO2oOyL4nVeDOcUlcTewqgp4664WGsK9kALGHvPyD-tiwSUdfVYB-s1LHpdW1S8uvyXJGI/s1600/Don%25E2%2580%2599t+Play+with+someone+feeling+till+it+breaks.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "verdana" , sans-serif;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVEJxiyHNSkdwKAsVQIkJCvg9WwOeId1X2vbIrLa66PkCeXvcu4G38-fH12DK1K4VNIjDJfiO2oOyL4nVeDOcUlcTewqgp4664WGsK9kALGHvPyD-tiwSUdfVYB-s1LHpdW1S8uvyXJGI/s640/Don%25E2%2580%2599t+Play+with+someone+feeling+till+it+breaks.jpg" width="640" /></span></a></div>
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Kapil Thakarhttp://www.blogger.com/profile/11113576266206482573noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-19628158534231831782016-02-25T01:45:00.001+05:302016-02-25T02:09:25.274+05:30Keep India Clean - "Swachh Bharat Abhiyan" <div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">We always talk about "Swachh Bharat", Clean India. But we are not successful. Why?</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeMadJpEpTocappSeyDOwTeBiKBY7mrVhpqPJoMaEd1lNiAjE_eL-DNpcGGn04PunBHN9mNYRe6QjpnST6xxyY4N7znA-T70w5prbSImc5wXLp2CG1ss478j-lEDCDETcCUTMxo6HBWjA/s1600/garbage-can-1111448_1920.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeMadJpEpTocappSeyDOwTeBiKBY7mrVhpqPJoMaEd1lNiAjE_eL-DNpcGGn04PunBHN9mNYRe6QjpnST6xxyY4N7znA-T70w5prbSImc5wXLp2CG1ss478j-lEDCDETcCUTMxo6HBWjA/s400/garbage-can-1111448_1920.jpg" width="400" /></span></a></div>
<h3 style="text-align: left;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;"><br />Who is responsible "Government" or "We"</span></h3>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;"><span style="font-family: "verdana" , sans-serif;"><br /></span> <span style="font-family: "verdana" , sans-serif;">Off course "Government" is responsible to some extent but aren't we also responsible for that? </span></span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Let's Check!! Let's answer some of the questions!!</span><br />
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span>
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<ul style="text-align: left;">
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Haven't you thrown the bottles and food waste from the train?</span></li>
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Do you feel that train is your second home for your journey?</span></li>
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Haven't you thrown the food waste or wrapper on the road any time?</span></li>
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Where do you though chewing gum, pan masala, cigarette wrapper? </span></li>
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Did you though any items outside while travelling in Bus or by Car?</span></li>
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Where did through your household waste items?</span></li>
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Do you know where to though your household waste? </span></li>
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Do you separate the plastic and non-plastic garbage?</span></li>
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Do you eat at tourist place? How many times you thrown the garbage in dustbin?</span></li>
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Did you visit any beach? Who is responsible for such garbage?</span></li>
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Where do you through tea cups after taking tea?</span></li>
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Did you through advertising pages on the road?</span></li>
</ul>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifRgr1_CHQkKDWonbiJS6v6l6DqYvXaKD_dKinL9BaCD0S97fs4KpUkMDj_7x-byYmNAGxVYMPviTSU8fwr4n-GZtC2YNKDtd5PmCoWSi7PiGhgZGfWkf1q7DPaqaO5f-iJxhVsh7qZ6M/s1600/garbage-279776_1920.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;"><img border="0" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifRgr1_CHQkKDWonbiJS6v6l6DqYvXaKD_dKinL9BaCD0S97fs4KpUkMDj_7x-byYmNAGxVYMPviTSU8fwr4n-GZtC2YNKDtd5PmCoWSi7PiGhgZGfWkf1q7DPaqaO5f-iJxhVsh7qZ6M/s640/garbage-279776_1920.jpg" width="640" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Don't through Garbage anywhere</span></td></tr>
</tbody></table>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<div>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Don't decide the place by yourself for the wastage and submit your garbage to wastage collector who is coming to your house. </span></div>
<div>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<h3 style="text-align: left;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Don't blame Government and system always! </span></h3>
<div>
<ul style="text-align: left;">
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;"><span style="font-family: "verdana" , sans-serif;">Find the dustbin in the shop wherever you go</span><span style="font-family: "verdana" , sans-serif;"> and through the waste there.</span></span></li>
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Keep the place clean. </span></li>
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Don't decide the place to through the garbage, let's government decide the place for garbage collection.</span></li>
<li><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Keep the waste with you till you find dustbin if possible.</span></li>
</ul>
</div>
<div>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span></div>
<h3 style="text-align: left;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;">Be responsible and take your responsibility as we all are responsible for making India and our city clean and healthy. </span></h3>
<h3 style="text-align: left;">
<span style="font-family: 'helvetica neue', arial, helvetica, sans-serif; font-size: large;">DO's</span></h3>
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<ul style="text-align: left;">
<li><span style="font-family: 'helvetica neue', arial, helvetica, sans-serif; font-size: large;">Install dustbin at your shop or place.</span></li>
<li><span style="font-family: 'helvetica neue', arial, helvetica, sans-serif; font-size: large;">Encourage people through waste in dustbin.</span></li>
<li><span style="font-family: 'helvetica neue', arial, helvetica, sans-serif; font-size: large;">Share the importance of clean India.</span></li>
</ul>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;"><br /></span> <span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: large;"><span style="font-family: "verdana" , sans-serif;"><a href="https://www.instagram.com/p/-TPKMZKHo-/" target="_blank">https://www.instagram.com/p/-TPKMZKHo-/</a></span> <span style="font-family: "verdana" , sans-serif;"><br /></span> <span style="font-family: "verdana" , sans-serif;"><br /></span> <span style="font-family: "verdana" , sans-serif;"><br /></span></span> <span style="font-family: "verdana" , sans-serif;"><br /></span>
</div>
Kapil Thakarhttp://www.blogger.com/profile/11113576266206482573noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-58681142120197984092016-02-20T22:21:00.004+05:302016-02-20T22:22:14.908+05:30Make Your Transportation Easy using Android Apps<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">If you live in matro city then you need all the transport facility at different stages. </span><span style="font-family: Verdana, sans-serif;">While moving to metro city first you need mover and packer who can shift all of your language to your house. There are many local mover & packer will be available just near to you. You can contact them by in google or in justdial. Justdial is the reliable source to findout the best among all. You can refer to the review and ratings provided. </span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div>
<ul style="text-align: left;">
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">BlowHorn</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">Ez mover & Packers</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">Aggrawal Mover & Packers</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">Pikkol</span></li>
</ul>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><b>BlowHorn:</b> </span></div>
</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">BlowHorn is one of the cheapest service provider for moving your house hold items from one place to another. If you are bachelor and don't have much items then this is best for you. They charge 600 Rs for first hour. From the second hours onward charge will be vary. They have Mini-Truk. </span></div>
<div>
<ul style="text-align: left;">
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">Tracking of your items is possible</span></li>
</ul>
</div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRPstQFljf4LDiLbQvz4Jl6XLJICmPgqe-o-CxRVt4Cn57UHWyasL1IIAxh_2dt2QQ3IXEa6HuJxTKl1xoscJ6-RCYbzgz38s-YGzdIjfkSPg8TzYKNgorPlQCI0LtRPFSO5SsazbZDAE/s1600/BlowHorn.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="284" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRPstQFljf4LDiLbQvz4Jl6XLJICmPgqe-o-CxRVt4Cn57UHWyasL1IIAxh_2dt2QQ3IXEa6HuJxTKl1xoscJ6-RCYbzgz38s-YGzdIjfkSPg8TzYKNgorPlQCI0LtRPFSO5SsazbZDAE/s640/BlowHorn.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Blow Horn Mover & Packers</td></tr>
</tbody></table>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Website: </span><a href="http://www.blowhorn.net/" style="font-family: Verdana, sans-serif;" target="_blank">BlowHorn</a><span style="font-family: Verdana, sans-serif;"> </span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Android App: <a href="https://play.google.com/store/apps/details?id=net.blowhorn.app&hl=en" target="_blank">BlowHorn</a> Android </span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Contact: </span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Email: shoutout@blowhorn.net</span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Phone: 080-32322010</span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><b>Ez Mover & Packers:</b></span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><b><br /></b></span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Highlights:</span></div>
<div>
<ul style="text-align: left;">
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">Online Invoice and billing facilities</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">Facilities available in more than 560+ city</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">Tranperency </span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">No Deviation in Quated Price</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">Good Customer Orientation</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">Licensed & Reliable Driver</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">Use of Stand Packaging Material</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">Well Trained Staff</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">Consolidate view for Payments (No Extra Charge), Invoice, Employee Movement</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">No Cooked bills</span></li>
</ul>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwfJOn2lb4ZeG5mtjKwEtBJXi-uUHd0ZfvkUONPzejRDTxtZYBCQChRJV-OgmHzWlikOnoKoJC0z-zajyHlomCcY-mUEZSM4IRa-0AQGG94Kj7yfFhVzGxQRU5V9iVAdqGBJ2lhRXkG-8/s1600/ezmove.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="252" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwfJOn2lb4ZeG5mtjKwEtBJXi-uUHd0ZfvkUONPzejRDTxtZYBCQChRJV-OgmHzWlikOnoKoJC0z-zajyHlomCcY-mUEZSM4IRa-0AQGG94Kj7yfFhVzGxQRU5V9iVAdqGBJ2lhRXkG-8/s640/ezmove.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ezmove Mover & Packers</td></tr>
</tbody></table>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><br /></span></div>
</div>
<div style="text-align: justify;">
<span style="background-color: white; color: #222222; font-family: Verdana, sans-serif; line-height: 1.24;">Sneha Review for EzMove:</span></div>
<div style="text-align: justify;">
<span style="background-color: white; color: #222222; font-family: Verdana, sans-serif; line-height: 1.24;"><br /></span></div>
<div class="separator" style="clear: both; text-align: justify;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/8I21lVbfIiM/0.jpg" src="https://www.youtube.com/embed/8I21lVbfIiM?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span class="_QUg" style="background-color: white; color: #222222; font-family: Verdana, sans-serif; line-height: 1.24; margin-left: 4px;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: white; color: #222222; font-family: Verdana, sans-serif; line-height: 1.24;">Phone: 1800-200-0848</span></div>
<div style="text-align: justify;">
<span style="background-color: white; color: #222222; font-family: Verdana, sans-serif; line-height: 1.24;">MouthShut Review: </span><a href="http://www.mouthshut.com/product-reviews/EZ-Movers-and-Packers-reviews-925703527" style="font-family: Verdana, sans-serif; line-height: 1.24;" target="_blank">2.5 as on Feb 2016</a></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Website: <a href="http://ezmove.in/" target="_blank">ezmove.in </a></span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;">Android App: </span><a href="https://play.google.com/store/apps/details?id=in.ezmove.app" style="font-family: Verdana, sans-serif;" target="_blank">Ezmove</a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Verdana, sans-serif;"><i>Other Source to Findout the best Mover & Packers:</i></span></div>
<div>
<ul style="text-align: left;">
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">Justdial</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">Sulekha</span></li>
<li style="text-align: justify;"><span style="font-family: Verdana, sans-serif;">Askme</span></li>
</ul>
</div>
</div>
Kapil Thakarhttp://www.blogger.com/profile/11113576266206482573noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-55681187757330121502016-02-19T02:46:00.001+05:302016-02-19T02:47:32.813+05:30How to Apply for Passport or Police Clearance Certificate in India<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: #888888; font-family: "arial" , "sans-serif"; font-size: 11.5pt;"><b>PCC is required for many cases if you are travelling outside the country or to get the VISA or another country as well. It will take around 20-30 days. Cost - 500 Rs.</b></span><br />
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">It will cost you 500 rs if you process it directly with passport office. If you with the agent then it will cost you 1000 to 1500 rs depending on the commission of the agent. I would suggest trying individually as it is much difficult now to apply and get the PCC. You can also get PCC from the police station but it will be in the local language and which will not work at many places.</span></div>
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<b><span style="color: #444444; font-family: "arial narrow" , "sans-serif"; font-size: 17.5pt;">Where to Apply</span></b></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">You can apply online to get the PCC. The site mentioned below will provide you the required information. </span></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">You need to visit: </span><a href="http://passportindia.gov.in/AppOnlineProject/welcomeLink" target="_blank"><span style="border: none 1.0pt; color: #0088cc; font-family: "arial" , "sans-serif"; font-size: 10.5pt; padding: 0in; text-decoration: none;">CLICK HERE</span></a><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;"> or copy and paste URL into browser: http://passportindia.gov.in/AppOnlineProject/welcomeLink</span></div>
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<b><span style="color: #444444; font-family: "arial narrow" , "sans-serif"; font-size: 17.5pt;">How To Create Account</span></b></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Once you login to Home Page- You can see the Button - "New User? Register now" on the right top of the screen. To create an account click on it & fill the details mentioned in the form. </span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBbVRdankKxxZNvGUxG67QoXQQdsKBcfEYDYwcN_csv9RFwamULvCNBpZWhU_yuGK-KE7Cz9P90da6iCC2nVtbUN15j-EApB6QHYNfR_l2wIReKCsE9mJCxTGC5I5e0f9j-OsY92gTGq4/s1600/Passport_PCC.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBbVRdankKxxZNvGUxG67QoXQQdsKBcfEYDYwcN_csv9RFwamULvCNBpZWhU_yuGK-KE7Cz9P90da6iCC2nVtbUN15j-EApB6QHYNfR_l2wIReKCsE9mJCxTGC5I5e0f9j-OsY92gTGq4/s640/Passport_PCC.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Click on New User - Sign Up</td></tr>
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<b><span style="color: #444444; font-family: "arial narrow" , "sans-serif"; font-size: 17.5pt;">User Registration</span></b></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">To Register, create the username & password for your account. Provide the details like DOB, email id and hint questions. Each account is linked with unique email id. Once you submit the form you will get the confirmation link to your mentioned email account. Verify the account before 24 hours of time. After 24 hours you will not be able to verify your account. </span><br />
<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;"><br /></span>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiFOb24cMeaBrDf2A5iP-C2MUXfsx10wNaI5c4_LahEMwfFijoSyFo9cwZRbBOzC9GabTz2-bImJazqG7SFpRswn4ejIWROMpirA0nmvYvamVhWjqERAEmHf8DCu3MCaW4nfugAlSxf5c/s1600/PCC_CreateAccount.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="556" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiFOb24cMeaBrDf2A5iP-C2MUXfsx10wNaI5c4_LahEMwfFijoSyFo9cwZRbBOzC9GabTz2-bImJazqG7SFpRswn4ejIWROMpirA0nmvYvamVhWjqERAEmHf8DCu3MCaW4nfugAlSxf5c/s640/PCC_CreateAccount.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Account Create Page</td></tr>
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<b><span style="color: #444444; font-family: "arial narrow" , "sans-serif"; font-size: 17.5pt;">Get the appointment</span></b></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Now you can try to login with your register username and password details. You will get the below options after login. Select <b><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;">"Apply for Police Clearance Certificate"</span></b></span><br />
<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;"><b><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"><br /></span></b></span>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhNv7QmqtG0aZLL9EZGoPDQKGmciPF2fpPTIaNHGGsOW_o8PQT3Y2AAT1Db76Ya3Ej0VUe7ZHTQrdZKVeAWmyH5VTShobTzEOd6WNHuj4VrRQjfMUM7ltV5uKJxQVTMk8rICL3nKbkq8o/s1600/Passport_ExistingUser.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="448" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhNv7QmqtG0aZLL9EZGoPDQKGmciPF2fpPTIaNHGGsOW_o8PQT3Y2AAT1Db76Ya3Ej0VUe7ZHTQrdZKVeAWmyH5VTShobTzEOd6WNHuj4VrRQjfMUM7ltV5uKJxQVTMk8rICL3nKbkq8o/s640/Passport_ExistingUser.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Existing User Option</td></tr>
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<b><span style="color: #444444; font-family: "arial narrow" , "sans-serif"; font-size: 17.5pt;"><br />Mode of Application</span></b></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">There are two options available to submit your application. </span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Offline application - Physical Copy of Application form, Download, fill and scan</span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Online application - Fill the details online and get the print</span></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Offline Application:</span></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">You need to fill the details like, Name, Address, Reference, DOB for yourself and your family.</span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjU2uVR0Clt_Tmmc0-RPjrWsqhRlHMG3pHI0eEfKym5G9EnaA2wCPG2bJoqaxFh4ln-RxYycHFYr4VhZaJy5tCQ5lvG81JKwoGa2A8NBi1Bn8rkxce6h4lYmkZA5ChmHDeZQJcDqgVwqHo/s1600/Option1Option2_PCC.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="270" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjU2uVR0Clt_Tmmc0-RPjrWsqhRlHMG3pHI0eEfKym5G9EnaA2wCPG2bJoqaxFh4ln-RxYycHFYr4VhZaJy5tCQ5lvG81JKwoGa2A8NBi1Bn8rkxce6h4lYmkZA5ChmHDeZQJcDqgVwqHo/s640/Option1Option2_PCC.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Mode of Application</td></tr>
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<b><span style="color: #444444; font-family: "arial narrow" , "sans-serif"; font-size: 17.5pt;"><br />Application Fees</span></b></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">They will charge you 500 Rs for PCC certificate application charge. You can pay by Credit card, Debit card and Net banking of any nationalized bank. Other than SBI card they will charge you 2% to 8% depending on the type of card. </span></div>
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<b><span style="color: #444444; font-family: "arial narrow" , "sans-serif"; font-size: 17.5pt;">To View Existing Application</span></b></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Schedule:</span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuVZuIFG_YVkiUNQoyi0Kb9K9MFQFNs3ePtuyehJj5du8tzRIshF8A7B-gQ_s4nsfNxMLdhVKbQzKeKjrtJYTUWFa6WIegXU12Un2rVSn0w3_ug1B4unys1l9co6YGWfhUnohWJzcVhUE/s1600/OnlineApplicationPCC_View.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="158" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuVZuIFG_YVkiUNQoyi0Kb9K9MFQFNs3ePtuyehJj5du8tzRIshF8A7B-gQ_s4nsfNxMLdhVKbQzKeKjrtJYTUWFa6WIegXU12Un2rVSn0w3_ug1B4unys1l9co6YGWfhUnohWJzcVhUE/s640/OnlineApplicationPCC_View.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Existing User Option</td></tr>
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<b><span style="color: #444444; font-family: "arial narrow" , "sans-serif"; font-size: 17.5pt;"><br />Documents Required:</span></b></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Below are the list of documents required:</span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Address Proof</span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Old Passport</span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Document which state need of PCC</span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Application receipt</span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Confirmation mail of appointment with date and time</span></div>
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<b><span style="color: #444444; font-family: "arial narrow" , "sans-serif"; font-size: 17.5pt;">Address Proof</span></b></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">There are many documents which you can submit as address proof. </span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Letter from Company in which you are working.</span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Rental Agreement</span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Bank Statement - mentioned current address </span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Bank Passbook</span></div>
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<b><span style="color: #444444; font-family: "arial narrow" , "sans-serif"; font-size: 17.5pt;">ID: Identy Card</span></b></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Driving Licence</span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">PAN Card</span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Election Card</span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Adhar Card</span></div>
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<b><span style="color: #444444; font-family: "arial narrow" , "sans-serif"; font-size: 17.5pt;">Appointment Day at Bangalore Passport Office</span></b></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">In Bangalore, there are two location you can select for the appointment. The Sai Arcade in Bellandur near Marathalli is the best and provide the fastest service among all. </span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">PSK Bangalore, Sai Arcade</span></div>
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<span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal;"> </span></span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">PSK Bangalore, Lalbagh</span></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Service is very good and handled in the profession in most cases. </span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggvj73SiDjkz8YRIpzJfBOgxYsCTsUPmazQGpZCGQVyUOpRiDu-qCzJRtJvIbxVd9opUpK3R2HI5qPYO9SJG4Y9ph5ivJdHrizxLjtUNhiLy6XAfT0aYIp3yAPgtlez2l6edsm1rqGrOM/s1600/Bangalore_passport_Office_ARN.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggvj73SiDjkz8YRIpzJfBOgxYsCTsUPmazQGpZCGQVyUOpRiDu-qCzJRtJvIbxVd9opUpK3R2HI5qPYO9SJG4Y9ph5ivJdHrizxLjtUNhiLy6XAfT0aYIp3yAPgtlez2l6edsm1rqGrOM/s640/Bangalore_passport_Office_ARN.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Bangalore Passport Centers</td></tr>
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<b style="text-align: left;"><span style="color: #444444; font-family: "arial narrow" , "sans-serif"; font-size: 17.5pt;">Procedure:</span></b></div>
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<span style="border: none 1.0pt; color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt; padding: 0in;">Before going be ready with all the list of documents suggested above. They may or may not ask for original documents to display. But you need to carry the Original passport with you. You need to carry mail copy you receive as an invitation for the appointment &h application form printout. It is necessary as all verification is based on that only. You need to be there before 15 minutes prior to scheduled time. You need to park behind the passport office (Sai Arcade) and parking is chargeable. Parking fees is 20 rs. If you forgot to carry xerox then xerox shop is available just near to passport office. You can take the print from internal as well. If you are ready with all set of document then join the queue suggested by them. Once your turn will come they will verify the documents, passport and details written in the application form. If there is mismatch then you need to feel the correction form. You also need PCC request form. So there will be three form. You need to fill the general information like name, location address, and AR number. AR number is given in application form. </span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;"></span></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">ARN: Application Reference Number.</span></div>
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<b><span style="border: none 1.0pt; color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt; padding: 0in;">Counter A:</span></b><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;"></span></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Ofter basic verification they will give you the token number, which is the reference for the further communication. Now you need to go the officer who will take your documents. Officer will check & verify the documents, cross checking of details given in the form with supporting document & passport. If everything is fine then he will scan the documents and store it as record. He will take your photo which will be displayed on the form which is reference for further communication. </span></div>
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<b><span style="border: none 1.0pt; color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt; padding: 0in;">Counter B:</span></b><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;"></span></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Here one more round of verification will happen for the same supporting documents. </span></div>
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<b><span style="border: none 1.0pt; color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt; padding: 0in;">Counter C:</span></b><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;"></span></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">This is the final stage of verification, where your record will be checked against your passport. They will check the details like how many times you have applied for the passport, is there any reject, connected criminal records. If everything is fine then they will issue the police clearance certificate to you. This complete process will take around 3-5 hours depending on your luck and number of applicant. </span></div>
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<b><span style="border: none 1.0pt; color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt; padding: 0in;">Feedback Form:</span></b><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;"></span></div>
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<span style="border: none 1.0pt; color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt; padding: 0in;">At exist station, you need to fill the feedback form for the service provided by them. Inside the </span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">office<span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> you can avail the food also. But there </span>is<span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0in; padding: 0in;"> very limited items available like puff, juice, tea etc.,</span>Before going be ready with all the list of documents suggested above. They may or may not ask for original documents to display. But you need to carry the Original passport with you. You need to carry mail copy you receive as an invitation for the appointment &h application form printout. It is necessary as all verification is based on that only. You need to be there before 15 minutes prior to scheduled time. You need to park behind the passport office (Sai Arcade) and parking is chargeable. Parking fees is 20 rs. If you forgot to carry xerox then xerox shop is available just near to passport office. You can take the print from internal as well. If you are ready with all set of document then join the queue suggested by them. Once your turn will come they will verify the documents, passport and details written in the application form. If there is mismatch then you need to feel the correction form. You also need PCC request form. So there will be three form. You need to fill the general information like name, location address, and AR number. AR number is given in application form. </span></div>
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<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">ARN: Application Reference Number.</span></div>
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<b><span style="border: none 1.0pt; color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt; padding: 0in;">Counter A:</span></b><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;"></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 7.5pt; text-align: justify;">
<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Ofter basic verification they will give you the token number, which is the reference for the further communication. Now you need to go the officer who will take your documents. Officer will check & verify the documents, cross checking of details given in the form with supporting document & passport. If everything is fine then he will scan the documents and store it as record. He will take your photo which will be displayed on the form which is reference for further communication. </span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="border: none 1.0pt; color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt; padding: 0in;">Counter B:</span></b><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;"></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 7.5pt; text-align: justify;">
<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Here one more round of verification will happen for the same supporting documents. </span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="border: none 1.0pt; color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt; padding: 0in;">Counter C:</span></b><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;"></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 7.5pt; text-align: justify;">
<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">This is the final stage of verification, where your record will be checked against your passport. They will check the details like how many times you have applied for the passport, is there any reject, connected criminal records. If everything is fine then they will issue the police clearance certificate to you. This complete process will take around 3-5 hours depending on your luck and number of applicant. </span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="border: none 1.0pt; color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt; padding: 0in;">Feedback Form:</span></b><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;"></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 7.5pt; text-align: justify;">
<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">At exist station, you need to fill the feedback form for the service provided by them. Inside the office you can avail the food also. But there is very limited items available like puff, juice, tea etc.,</span></div>
</div>
Kapil Thakarhttp://www.blogger.com/profile/11113576266206482573noreply@blogger.com0tag:blogger.com,1999:blog-5192805934206759959.post-44726358281394198892016-02-01T04:14:00.000+05:302016-02-01T04:25:42.329+05:30How to Convert your Internal Laptop Hard Drive to External Hard Drive<div dir="ltr" style="text-align: left;" trbidi="on">
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" 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" 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<span style="font-family: "verdana" , sans-serif;">To Convert your laptop internal Hard Disk to External Hard Disk, You just need 2.5 SATA HDD case. It is available on online store like Flipkart, Amazon etc. </span></div>
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<span style="font-family: "verdana" , sans-serif;">It will cost you around 200 Rs to 800 Rs depending on the quality of material used. It comes with screw driver, USB cable to connect with your laptop or computer and lather cover for it. </span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /><a href="http://www.flipkart.com/speed-high-2-5-inch-hdd-sata-internal-hard-drive-enclosure/p/itmey6jzrgapuk2c?pid=HDEEY6JZZFURHD2H&icmpid=reco_pp_same_computeraccessory_harddriveenclosure_1&ppid=HDEE8GGFKJFNYJZY">2.5 SATA HDD case with lather Cover Available at Flipkart @309 Rs: Click to Buy</a></span></div>
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<span style="font-family: "verdana" , sans-serif;">It is very easy to use this external case of hard drive. You can see below video in which complete procedure is given. You just need to take out your Hard disk from your laptop and put it into this external case. Your hard drive look like photo given here. It has slot which will fit to the slot given in the HDD casing. There will be external circuit with led on the font of the casing given to indicate the communication between your computer and the hard drive. while transferring you data LED will blink. After connecting your hard drive with external casing fit the casing with given screw driver. Now you HDD is ready to be used like external hard disk. Connect it with USB cable to your laptop and see the data visible on your computer screen or not. HDD casing cost will vary based on the component quality for the circuit and material used for casing. </span></div>
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<span style="font-family: "verdana" , sans-serif;">I bought the casing from Flipkart and it is working fine. You can purchase it from near by computer shop or online as well. If you hard disk contain the window installer then don't format it as you can use it again as your laptop hard in feature if you want. </span></div>
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<span style="font-family: "verdana" , sans-serif;"><iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/716NQAdN0bE/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/716NQAdN0bE?feature=player_embedded" width="320"></iframe></span></div>
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<span style="font-family: "verdana" , sans-serif;">If you have HP laptop then you don't need to completely open your laptop as well. You can take out your HDD by opening the 4 screws only. There is written word "HP 3D Hard Drive" to the back panel of the laptop. </span></div>
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Kapil Thakarhttp://www.blogger.com/profile/11113576266206482573noreply@blogger.com0