Question: 21. Power of a Test The procedure for finding the power in a hypothesis test involving a proportion is given in Exercise 47 from Section

21. Power of a Test The procedure for finding the power in a hypothesis test involving a proportion is given in Exercise 47 from Section 8-2. Use the same procedure to find the power of a hypothesis test of the claim that m . 100, given a sample of size 40, a known population standard deviation of 15, and given that the population mean is actually 108. (Hint: In Step 2 of the procedure, use the test statistic given in this section instead of the test statistic used for a proportion and, in Step 4 of the procedure, use m 5 108.) What does the value of the power indicate about the effectiveness of the test to recognize that the mean is greater than 100 when the mean is actually 108?

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