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Assume you have X and Y be independent, both with uniform distribution on [0,1]. What is the conditional expectation of W=(X+Y)^2 , given X I have the following approach: Let E[W|X=x], but for calculating this expectation I normally need the joint density function??
Assume you have X and Y be independent, both with uniform distribution on [0,1].
What is the conditional expectation of W=(X+Y)^2 , given X
I have the following approach: Let E[W|X=x], but for calculating this expectation I normally need the joint density function??
