Let F(x, y) be the joint cdf of two random variables (X, Y). Show that F(2,...

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Let F(x, y) be the joint cdf of two random variables (X, Y). Show that F(2, 2) + F(1,1) ≥ F(2, 1) + F(1,2). How can this inequality be generalized? Let F(x, y) be the joint cdf of two random variables (X, Y). Show that F(2, 2) + F(1,1) ≥ F(2, 1) + F(1,2). How can this inequality be generalized?

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