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1. (5 pts) Let X be a random variable uniformly distributed over the set {100,101,102,,105}. We
then find a biased coin with probability of heads X, and flip the coin and let Y be the result, i.e., Y{
X=x}Bern(x). (a) (2 pts) Find the probability mass function pY(y). (b) (3 pts) Find Pr(X=xY=1 ) in
terms of x.

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