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Let r and y be independent and identically distributed random variables. The p.d.f. of the variable a is A,(X) = e du(X) and therefore f(Y)

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Let r and y be independent and identically distributed random variables. The p.d.f. of the variable a is A,(X) = e du(X) and therefore f(Y) = (Y). Consider z to be a random variable defined by z = : - y. a) Consider the region specified by R. = {(x,y) ( R'x -y

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