Suppose that X is Bernoulli random variable with P9(X = 1) = 0 and P3(X = 0) = 1 0, and it is desired to guess the value of 6 on the basis of X under the squared error loss function L(0, cl) = (0 d)2. Assume that the domain of 0 is Q = {i1 S 0 5 } (since we still want to estimate 0, the decision space D can still be [0,1]). Find the minimax procedure under the squared error loss function when (2 = {g g 6 g g}