1 answer

Suppose we want to estimate a parameter θ of a certain distribution and we have the following independent point estimates

Question:

Suppose we want to estimate a parameter θ of a certain distribution and we have the following independent point estimates N(0

Suppose we want to estimate a parameter θ of a certain distribution and we have the following independent point estimates N(0+0.1,0.01) N(0, 0.04) B2 ~ a) What are the mean square errors for these point estimates? (4pts) b) Find a point estimate with mean square error less than or equal to 0.01. (2pts) c) Only use ël and Ộ2, find the unbiased estimator with the smallest variance possible. What is that estimator? What is the smallest variance? (6pts)

Answers

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