In the dividing circuit, the parity polynomial is obtained by the(a) Quotient(b) Remainder(c) Dividend(d) DivisorI had been asked this question in examination.This question is from Cyclic Codes and Linear Block Codes topic in chapter Channel Coding of Digital Communications

In the dividing circuit, the parity polynomial is obtained by the(a) Q

1.	In the dividing circuit, the parity polynomial is obtained by the(a) Quotient(b) Remainder(c) Dividend(d) DivisorI had been asked this question in examination.This question is from Cyclic Codes and Linear Block Codes topic in chapter Channel Coding of Digital Communications
Answer» CORRECT ANSWER is (b) Remainder For explanation I would say: The parity polynomial is the remainder after diving by the generator polynomial it is available in the register after n shifts through the n-k STAGE FEEDBACK REGISTERS.

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In the dividing circuit, the parity polynomial is obtained by the(a) Quotient(b) Remainder(c) Dividend(d) DivisorI had been asked this question in examination.This question is from Cyclic Codes and Linear Block Codes topic in chapter Channel Coding of Digital Communications

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