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Let (x1, x2, ..., xn) be n independent random sample of size n from a uniform distribution on the interval [1, 2]; (a) find the

Let (x1, x2, ..., xn) be n independent random sample of size n from a uniform distribution on the interval [1, 2]; (a) find the c.d.f of, X(1), the minimum order statistic (b) find the c.d.f of, X(n) , the maximum order statistic (c) Hence, find the mean and variance of X(1) and X(n)

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