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[answered] b) Ho: P = .5, Ha: P > .5; Z = 1.41; Fail to reject H0 a


b) Ho: P = .5, Ha: P > .5; Z = 1.41; Fail to reject H0 at the 1% significance level. 0) Ho: P = .5, Ha: P 7: .5; Z = 1.41; Fail to reject H0 at the 1% significance level. d) Ho: P = .5, Ha: P 7: .5; Z = 1.40; Fail to reject H0 at the 1% significance level. e) Ho: P = .5, Ha: P > .5; Z = 1.40; Reject H0 at the 1% significance level. Question 10 You did not answer the question. In a experiment on relaxation techniques , subject's brain signals were measured before and after the relaxation exercises with the following results: Pers 0n 1 2 3 4 5 Before 3 1 37 66 52 28 After 26 34 58 51 26 Assuming the population is normally distributed, is there sufficient evidence to suggest that the relaxation exercise slowed the brain waves? (Use 0120.05) a) Fail to reject the null hypothesis which states there is no change in brain waves. b) Reject the null hypothesis which states there is no change in brain waves in favor of the alternate which states the brain waves slowed after relaxation. 0) There is not enough information to make a conclusion. Question 11 You did not answer the question. An auditor for a hardware store chain wished to compare the efficiency of two different auditing techniques. To do this he selected a sample of nine st0re accounts and applied auditing techniques A and B to each of the nine accounts selected. The number of errors found in each of techniques A and B is listed in the table below: 0rs inB mmwwwwmwm \th?N-lkOOOOQE-j O t-s {I} E. :9 WNWNWt?Nt?p? NUJt?QONOt?Ong Does the data provide sufficient evidence to conclude that the number of errors in auditing technique A is greater than the number of errors in auditing technique B at the 0.1 level of significance? Select the [Alternative Hypothesis, Value of the Test Statistic]. (Hint: the samples are dependent)
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