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Let (X, Y) be two random variables that follow the distribution with joint density cry' ifay

Let (X, V) be two random variables that follow the distribution with joint density caw 2 fxy@, y) = 0 otherwise Where G is an (as-of-yet) unknown constant. a. Find the value of c that ensures fxy(x, y) is a valid joint density funel*on__ It can be shown that: Elk') = 5/9 = 5/14 EO'2) = 5/7 Compute CorrCX,