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Suppose we have two unbiased estimators Show that is also an unbiased estimator of If T 1 and T 2…

Suppose we have two unbiased estimators Suppose we have two unbiased estimators Show that is also an unbiased estimator of If T 1 and T 2...

Show that Suppose we have two unbiased estimators Show that is also an unbiased estimator of If T 1 and T 2... is also an unbiased estimator of Suppose we have two unbiased estimators Show that is also an unbiased estimator of If T 1 and T 2...

If T1 and T2 are also independent, e.g., determined from independent samples, then Suppose we have two unbiased estimators Show that is also an unbiased estimator of If T 1 and T 2...

For the situation in part (b), determine the best choice of α in the sense that for this Suppose we have two unbiased estimators Show that is also an unbiased estimator of If T 1 and T 2... is smallest. What is the effect on this combined estimator of T1 having a very large variance relative to T

Repeat parts (b) and (c), but now do not assume that T1 and T2 are independent, so Suppose we have two unbiased estimators Show that is also an unbiased estimator of If T 1 and T 2...