Two surveys were independently conducted to estimate a population mean, μ. Denote the estimates and their standard errors by .
Assume that are unbiased. For some α and β, the two estimates can be combined to give a better estimator:
a. Find the conditions on α and β that make the combined estimate unbiased.
b. What choice of α and β minimizes the variances, subject to the condition of unbiasedness?
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