A message consists of a string of bits (0s and 1s). Due to noise in the communications
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a. A 0 is sent (as 00000). What is the probability that the receiver assigns the correct value of 0?
b. Assume that each bit is sent n times, where n is an odd number, and that the receiver assigns the value decoded in the majority of the bits. What is the minimum value of n necessary so that the probability that the correct value is assigned is at least 0.90?
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