Please show all steps and dont copy other answers. 2. Suppose that .pdf

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This document asks three questions about estimating the mean (μ) of a normal distribution based on a random sample: (1) find the Cramer-Rao lower bound for variance of unbiased estimators of μ, (2) find the maximum likelihood estimator of μ, (3) determine if the MLE is an uniformly minimum variance unbiased estimator of μ.

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Please show all steps and don't copy other answers. 2. Suppose that X1,X2,,Xn is a random
sample from the N(,1). (a). Find the CRLB for variances of unbiased estimators of . (b). Find the
M.L.E. ^ of . (c). Is ^ in (b) a UMVU estimator of ?

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