0 Question 21 v The table below contains the results from random samples of two populations. Sample 1 Sample 2 43.5 39.2 38.1 41.5 36.1 20.8 37.7 42.2 35.2 45.6 40.1 48.7 41.2 23.9 44.7 23.1 34.4 45.6 49.7 40.1 50.4 44.7 35.4 24.1 43.3 At or = 0.10. test the claim that the variance of Population 1 is less than the variance of Population 2. 1. The alternate hypothesis is Ha: 2. This is a left tailed test with: dfn = and olfd = 3a. The STS [to 2 decimals] is F = 3b. The P-value {to 3 decimals]: is: 4a. At 0: = 0.10, the decision is: '3' Accept Ho '33:?- Accept Ha '33:? Do not reject Ho '33:?- Reject Ho 4b. The conclusion is: '13:? There is insufficient evidence to support the claim that 0'? is less than 0'3 '13:? There is sufficient evidence to reject the claim that of is less than a; '3' There is sufficient evidence to support the claim that of is less than 0'3 '33:? There is insufficient evidence to reject the claim that of is less than 0'3 . Question 22 v The table below gives results from random samples of weights [in pounds] of men and women. Pop Gender 71 3 1 Men 39 8.5 2 Women 33 10.3 At or = 0.01. test the claim that weights of men are more consistent than weights of women. 1. The alternate hypothesis is Ha: 2. This is a left tailed test with: off\" = and dfd = 3a. The STS [to 2 decimals] is F : 3b. The P-value {to 3 decimals) is: 4a. At or = 0.01, the decision is: '3' Do not reject Ho 0' Reject Ho 0' Accept Ho '33:? Accept Ha 4b. The conclusion is: '11:? There is sufficient evidence to support the claim that weights of men are more consistent than weights of women '3' There is sufficient evidence to reject the claim that weights of men are more consistent than weights of women '33:? There is insufficient evidence to reject the claim that weights of men are more consistent than weights of women '33:? There is insufficient evidence to support the claim that weights of men are more consistent than weights of women