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I need the answer for (ii)
1. A certain continuous distribution has cumulative distribution function (CDF) given by F(a)-0, <0 where θ is an unknown parameter, θ > 0. Let X, be the sample miean and X(n) = max {Xu X2, ,..} 0) Show that n +, is an unbiased stimator of o Find its mean squnare error and check whether θι, is consistent for θ. (ii) Show that 2n- Xn) is a consistent estimator of fe (iii) Assume n > i and find MSEs of 02n, and connpare it with the MSE of Oi
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I need the answer for (ii) 1. A certain continuous distribution has cumulative distribution function (CDF)...
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