Question: Let X1 ~U (0, 2) and X2 has the probability density function fx2 (2) 0 < x2 < 2. 2 Assuming that X1 and

Let X1 ~U (0, 2) and X2 has the probability density function


Let X1 ~U (0, 2) and X2 has the probability density function fx2 (2) 0 < x2 < 2. 2 Assuming that X1 and X2 are independent random variables, find the probability density function of Y1 = min (X1, X2) and Y2 = max (X1, X2).

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