Problem 23 Consider that X is a binomial random variable with parameters n =10 and p = 0.25. Suppose that you observe Z = (X -5)2. . Determine a function g so that X = g(Z) is the MMSE estimator given each possible value of Z and compute E[(X - X)2]. . Determine a function h so that X = h(Z) is the MAP estimator given each possible value of Z and compute P(X # X)