9-6. For the following hypothesis test: > 45 a = 0.02 withn= 9,andi 47.1, state a. the decision rule in terms of the critical value of the 225 219 s, = 2025 test statistic 36 b. the calculated value of the test statistic c. the appropriate p-value d. the conclusion -0.25 n=16 10-26. of Golf Club monitors the golfers on its course for speed of play. a random Of golfers taken in dom sample of wn selected in The results Of the two samples are as follows: 21 70 Based on the sample results. can the management Of the Club that average play the at the O. 10 level Of significance. Assume that the managenwnt Of the club is Willing to accept the assumption that the populations Of playing times normally distritNited with equal variances, 10-54. Given the following null and altemative hypotheses Ho: m - P2 s 0.0 > 0.0 and the following sample information Sample I = 60 x, = 30 Sample 2 = 80 24 10-38. You are given the following results Of a paired, difference test: a. interpret a interval estimate few the paired differenvx in mean values. Construct and interpret a confidence estimate ft" the paired difference in mean values. a. Based on a = 0.02 and the sample information, what should be concluded with respect to the null and alternative hypotheses? Be sure to clearly show the decision rule. b. Calculate the p-value for this hypothesis test. Based on the p-value, would the null hypothesis bc rejected? Support your answer with calculations and/or reasons.