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2. (1 point) Suppose that X and Y are distributed uniformly and independently over the rectangle 0 2. (l point) Suppose that X and Y

2. (1 point) Suppose that X and Y are distributed uniformly and independently over the rectangle 0

2. (l point) Suppose that X and Y are distributed uniformly and independently over the rectangle O x 4 and O y 7. Define U = X +3Y and V 5Y. (a) Report the absolute value of the Jacobian. (b) Derive the joint pdf of U and V..

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