(a) Suppose that X and Y are independent discrete r.v.'s. Show that E(Y|X = x) =...

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(a) Suppose that X and Y are independent discrete r.v.'s. Show that E(Y|X = x) = E(Y) for every possible value of X. (b) Suppose that X and Y are independent continuous r.v.'s. Show that E(Y|X = x) = E(Y) for every such that fx(x) > 0. (a) Suppose that X and Y are independent discrete r.v.'s. Show that E(Y|X = x) = E(Y) for every possible value of X. (b) Suppose that X and Y are independent continuous r.v.'s. Show that E(Y|X = x) = E(Y) for every such that fx(x) > 0.

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Solution b Given that x and y independant discrete rivis Px x 1 Y y Pxx P1 y By using definitim ... View the full answer