Consider a general error correction code which can correct 1 error (we assume that at most one error could occur). This
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Consider a general error correction code which can correct 1 error (we assume that at most one error could occur). This
Consider a general error correction code which can correct 1 error (we assume that at most one error could occur). This error correction code contains M data bits and K parity bits. The redundancy of this code is calculated as K Recall the relation between M and K and find the minimum value of K for these three M cases: (1) M = 4; (2) M = 20; (3) M = 32. <3 pts> = Consider the above three cases, what's the trend of redundancy as we increase M? What's the risk of increasing M? <2 pts>
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