16 The average age at marriage in the United State for men is 29.5 for men....

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16 The average age at marriage in the United State for men is 29.5 for men. 17 You want to perform a hypothesis test for the average age at marriage for Indiana men. You select the following random sample of Indiana married men. The data show the age at the first time marriage. 28 32 37 29 32 31 31 30 37 29 29 25 32 30 26 30 31 29 30 28 23 31 32 35 31 26 33 22222238 29 27 32 29 30 32 27 34 33 34 30 33 2222222 27 25 31 28 30 32 29 27 28 32 30 34 36 26 28 29 32 30 26 30 32 25 32 31 29 36 30 26 28 32 At a 5 percent level of significance, does the data show significant evidence that average age at marriage for men in Indiana is greater than the national average? |TS|= a 1.555 b 1.555 1.852 d 1.852 Reject H. Conclude that the average age at marriage for Indiana men is above the national DNR H average Do not conclude that the average age at marriage for Indiana men is above the national average Reject H. Conclude that the average age at marriage for Indiana men is above the national average DNR H,. Do not conclude that the average age at marriage for Indiana men is above the national average The expected fill of bottles of a beverage filled in a bottling plant is 750 milliliters (ml). Use the following sample to test the hypothesis that the population mean fill is different from 750 ml. Use 5 percent as the level of significance. 746 749 749 750 746 746 750 749 750 750 752 750 750 752 750 746 747 750 753 748 Find the test statistic and the critical value (If TS is negative, use the absolute value.) TS CV a 1.824 b 1.824 1.654 d 1.654 2.093 1.729 2.093 1.729 DNR H Do not conclude the mean fill is different from the expected fill. Reject H. Conclude the mean fill is different from the expected fill. DNR H Do not conclude the mean fill is different from the expected fill. Reject H. Conclude the mean fill is different from the expected fill. 16 The average age at marriage in the United State for men is 29.5 for men. 17 You want to perform a hypothesis test for the average age at marriage for Indiana men. You select the following random sample of Indiana married men. The data show the age at the first time marriage. 28 32 37 29 32 31 31 30 37 29 29 25 32 30 26 30 31 29 30 28 23 31 32 35 31 26 33 22222238 29 27 32 29 30 32 27 34 33 34 30 33 2222222 27 25 31 28 30 32 29 27 28 32 30 34 36 26 28 29 32 30 26 30 32 25 32 31 29 36 30 26 28 32 At a 5 percent level of significance, does the data show significant evidence that average age at marriage for men in Indiana is greater than the national average? |TS|= a 1.555 b 1.555 1.852 d 1.852 Reject H. Conclude that the average age at marriage for Indiana men is above the national DNR H average Do not conclude that the average age at marriage for Indiana men is above the national average Reject H. Conclude that the average age at marriage for Indiana men is above the national average DNR H,. Do not conclude that the average age at marriage for Indiana men is above the national average The expected fill of bottles of a beverage filled in a bottling plant is 750 milliliters (ml). Use the following sample to test the hypothesis that the population mean fill is different from 750 ml. Use 5 percent as the level of significance. 746 749 749 750 746 746 750 749 750 750 752 750 750 752 750 746 747 750 753 748 Find the test statistic and the critical value (If TS is negative, use the absolute value.) TS CV a 1.824 b 1.824 1.654 d 1.654 2.093 1.729 2.093 1.729 DNR H Do not conclude the mean fill is different from the expected fill. Reject H. Conclude the mean fill is different from the expected fill. DNR H Do not conclude the mean fill is different from the expected fill. Reject H. Conclude the mean fill is different from the expected fill.