Question: Two random variables X and Y are independently distributed if all of the following conditions hold, with the exception of A. E(Y)=E[E(YX)]. B. Pr(Y=yX=x)=Pr(Y=y). C.

Two random variables X and Y are independently distributed if all of the following conditions hold, with the exception of A. E(Y)=E[E(YX)]. B. Pr(Y=yX=x)=Pr(Y=y). C. knowing the value of one of the variables provides no information about the other. D. if the conditional distribution of Y given X equals the marginal distribution of Y

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