A librarian estimates that patrons check out, on the average, 4.2 books per visit. A random sample of 50 patrons showed they checked out 4.3 books per visit, with a standard deviation of 0.8. We want to determine if her estimate is correct. a. Perform a test of hypothesis at a 95% confidence level. Use the p-value method and a right tailed test. b. Perform a test of hypothesis at a 90% confidence level. Use the critical value method and a two tailed test.

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A librarian estimates that patrons check out, on the average, 4.2 books per visit. A random sample of 50 patrons showed they checked out 4.3 books per visit, with a standard deviation of 0.8. We want to determine if her estimate is correct.

a. Perform a test of hypothesis at a 95% confidence level. Use the p-value method and a right tailed test.

b. Perform a test of hypothesis at a 90% confidence level. Use the critical value method and a two tailed test.

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