Question: Consider a binary communication channel with an error probability of p = 0 . 0 1 . Assume that if n bits are transmitted, the

Consider a binary communication channel with an error probability of p=0.01. Assume that if n bits are transmitted, the errors occur independently in each of the n bits. Now consider an error control code, which adds 3 parity bits to 4 information bits. Such a code can correct one error in the 7 bits that are sent. What is the error probability in one 4-bit word without the error correcting code and with the error correcting code

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