Given a CRC protocol, assuming that both a sender and a receiver
agree to adopt
the generator polynomial x 4 +x+1, if the sender is to send out
data string 10101001, what
would be the transmitted bit string T (i.e. the data stream plus
parity bits)?
The polynomial is x^4+x+1, can be written as, 10010
Power 4 3 2 1 0
-----------------------
Binary 1 0 0 1 0
The original message is 10101001
The transmitted would be 10101001XXXX
The last XXXX can be found out by the remainder 10101001 with 10010 polynomial.
note : Using XOR rules we can obtain the results.
__111______________
10010 / 10101001
10010
----------------
11100
10010
-------------
11101
10010
-------------
1111 = Remainder.
So the Transmitted message is 10101001111
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