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Suppose that we have a sample distribution, where E is unknown and is known, and we want to find…

Suppose that we have a sample Suppose that we have a sample distribution, where E is unknown and is known, and we want to find... distribution, where E is unknown and  is known, and we want to find the test of H0 : E = E0 that minimizes the prior probability of making an error (type I or type II). If we use the prior distribution Suppose that we have a sample distribution, where E is unknown and is known, and we want to find... is known (i.e., the prior is a mixture of a distribution degenerate at E0 and an N(E0K 2 0) distribution), then determine the Bayes rule for this problem. Determine the limiting Bayes rule as