Question: The question is attached. Please show the work. The question doesn't ask for it, but I need it. It's from Information Theory. A drunk man

The question is attached. Please show the work. The question doesn't ask for it, but I need it. It's from Information Theory.

A drunk man walks on the integers. Let X0 = 2. At the first step, the drunk man has equal probability of moving one step towards the positive or the negative (each with probability one half). For the following steps, he has 1/2 probability of moving one step towards the positive, 1/4 probability of moving one step towards the negative, and 1/4 probability of staying where he is. Let X0, X1, . . . , denotes the sequence of integers that the drunk man is at. Find H(X0, X1, X2, . . . ,Xn).Just write the final answer: No work is needed

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