Question: Suppose X and Y are discrete random variables with joint distribution P(X = 1,Y = 1) = 1/9, P(X = 1,Y = 1) = 2/9,
Suppose X and Y are discrete random variables with joint distribution P(X = −1,Y = −1) = 1/9, P(X = −1,Y = 1) = 2/9, P(X = 1,Y = −1) = 4/9 and P(X = 1, Y = 1) = 2/9.
(i) Calculate the conditional expectations E(X|Y) and E(Y|X);
(ii) Calculate the conditional variances Var(X|Y) and Var(Y|X).
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solution Since the probabilities cannot have values 1 I am assuming you have entered 19 in plac... View full answer
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