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The joint pdf of a bivariate r.v. (X, Y) is given by fxy (x, y) = kxy, 0 The joint pdf of a bivariate r.v.

The joint pdf of a bivariate r.v. (X, Y) is given by fxy (x, y) = kxy, 0

The joint pdf of a bivariate r.v. (X, Y) is given by fxy (x, y) = k x y, 0 x y 1; 0 otherwise (a) Find the value of k (b) Are X and Y independent? (e) Find P(X+Y 1)

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