Answer to question 8 by help of given paragraph Thanks Need it earlier Supposen

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Answer to question 8 by help of given paragraph Thanks

Need it earlier

Supposen 21. Let (Z/2)n be the set of all column vectors of size n with entries , in Z/2-0.1J. Define an alphabet to be a non-empty subset V of (Z/2)" which is closed under addition. Think of V as the set of binary digit strings of length n which are allowed to use as the blocks of a message. Given two elements r and y of (Z/2)n, the Hamming distance dist(z, y) is the number of 1 entries which appear in the vector x - y. This is the same as the number of components where r and y have different entries

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Link - https://www.nytimes.com/2018/08/27/learning/whats-going-on-in-this-graph-is-now-weekly-stem-teachers-explain-why-its-a-powerful-activity.html?rref=collection%2Ftimestopic%2FMathematics&action=click&contentCollection=science&region=stream&module=stream_unit&version=latest&contentPlacement=3&pgtype=collection

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