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Problem 3. In each case construct, if possible, a binary (n, M, d)-code. If no such code exists, explain why. (a) (n, M, d) =
Problem 3. In each case construct, if possible, a binary (n, M, d)-code. If no such code exists, explain why.
(a) (n, M, d) = (7, 2, 7),
(b) (n, M, d) = (5, 3, 4),
(c) (n, M, d) = (5, 4, 3).
(d) (n, M, d) = (6, 4, 4),
(e) $(n, M, d) = (4, 8, 2),
(f) $(n, M, d) = (8, 29, 3).
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