Q2/– The parity check bits of a (8,4) block code are generated by, Cs= m,+m;+m, C,= m,+m;+m, 3= m,+m,+m, C= m,+m,+m, where m,m, m,m, are the message bits. Find 1- The generator matrix and the parity check matrix for this code. 2- The minimum weight of this code 3- The error detecting of this code.
Q2/– The parity check bits of a (8,4) block code are generated by, Cs= m,+m;+m, C,= m,+m;+m, 3= m,+m,+m, C= m,+m,+m, where m,m, m,m, are the message bits. Find 1- The generator matrix and the parity check matrix for this code. 2- The minimum weight of this code 3- The error detecting of this code.
Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Q2/- The patity check bits of a (8.4) block code are generated by, C- m +m+m. C.-m+m-m, C- mm,tm, C.-m,+m+m, where m.m, m.m, are the message bits. Find 1- The generator matrix and the parity check matrix for this code 2. The minimum weight of this code 3. The arror detecting of this code

Transcribed Image Text:Q2/– The parity check bits of a (8,4) block code are generated by, C;= m,+m;+m, C= m,+m,+m;
C,= m,+m;+m, C;= m;+m,+m, where m,m, m,m, are the message bits. Find
1- The generator matrix and the parity check matrix for this code.
2- The minimum weight of this code
3- The error detecting of this code.
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