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As above, suppose that the random variables X and Y are jointly...

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As above, suppose that the random variables X and Y are jointly...

As above, suppose that the random variables X and Y are jointly continuous and take values on the unit square, i.e., 0≤x≤1 and 0≤y≤1. The joint CDF on that set is of the form xy(x+y)/2. Find an expression for the joint PDF which is valid for (x,y) in the unit square.


Enter an algebraic function in terms of x and y

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