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Please answer parts c and d Suppose that X1, ..., Xn are iid from a Weibull distribution with pdf BxB-1 ac .B f(x; a) =

Please answer parts c and d

Suppose that X1, ..., Xn are iid from a Weibull distribution with pdf BxB-1 ac .B f(x; a) = exp I(x > 0 ), where 0 > 0 is unknown but S > 0 is known. Let T = Et, XP. (c ) Find the distribution of 0. d Find a function of the ML estimator 0 in (b) that is a pivotal quantity and construct a two-sided (1 - a) confidence interval for 0

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