1. Let ={Gay xy for = fxy(x, y) = x < y < 3x, 1 < x < 3 elsewhere a. Find P[Y > X?] b. Find the marginal probability den
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1. Let ={Gay xy for = fxy(x, y) = x < y < 3x, 1 < x < 3 elsewhere a. Find P[Y > X?] b. Find the marginal probability den
1. Let ={Gay xy for = fxy(x, y) = x < y < 3x, 1 < x < 3 elsewhere a. Find P[Y > X?] b. Find the marginal probability density function f(?) necessary for computing fy\x=x(y). c. Find fyX=x(y). d. Find P[Y > 31 X = 2] e. Find E[Y|X = 2] = =
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