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Suppose we choose a point (x, y) uniformly at random in area E= {(x, y)Ilx| + ly| = 1}, and x and y are viewed

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Suppose we choose a point (x, y) uniformly at random in area E= {(x, y)Ilx| + ly| = 1}, and x and y are viewed as random variables X and Y. The joint PDF of X and Y is given by: (c, (x, y) EE fx.y(x, y) = 10, otherwise (a) Please find the constant c =? (b) Please find the PDF of X (c) Are X and Y independent

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