Q. In a cyclic code, generator polynomial is actually the

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Q. There are two main methods of

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Q. The cyclic redundancy check is used in

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Q. In error detection and correction process, we use geometric approach to define

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Q. The received code word of the cyclic code is the sum of the sent code word and the

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Q. In a cyclic code, the decoder is failed to detect any error, when syndrome is

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Q. What is the maximum effect of a 2-ms burst of noise on data transmitted for 12 kbps

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Q. The divisor line and XOR are missing if the corresponding bit in the divisor is

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Q. The unsigned representation of numbers by one's complement can represent

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Q. The checksum is used in the Internet by several protocols although not at the

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Q. A simple parity-check code can detect

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Q. The hamming distance can easily be found if we apply the

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Q. In subtraction of modulo-2 arithmetic, 0-1 =

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Q. In modulo-N arithmetic, we use only the integers in the range

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Q. To detect or correct errors, we send extra bits with data. It is called

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Q. A good polynomial generator of the cyclic code have at least

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Q. The dataword is organized in the form of

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Q. A simple parity-check code is the most familiar

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Q. What are the bits transmitted for the NRZ-L system?

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Q. What are the bits transmitted for the return to zero system?

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