0 Question 23 v The table below gives results from the times {in seconds} that runners DeAndre and Max have taken to complete random samples of 10 kilometer races. n 3 At a: = 0.10. test the claim that DeAndre's times are less consistent than Max's times. 1. The alternate hypothesis is Ha: 2. This is a right tailed test with: dfn = and dfd = 3a. The STS [to 2 decimals] is F = 3b. The P-value {to 3 decimals} is: 4a. At or = 0.10, the decision is: '3' Accept Ha '3' Reject Ho '31:? Accept Ho {33' Do not reject Ho 4b. The conclusion is: {:33 There is sufficient evidence to conclude that DeAndre's times are less consistent than Max's times {:33 There is insufficient evidence to conclude that DeAndre's times are less consistent than Max's times '33:} There is insufficient evidence to reject the claim that DeAndre's times are less consistent than Max's times '33:? There is sufficient evidence to reject the claim that DeAndre's times are Less consistent than Max's times . Question 24 v The table below gives results from random samples of salaries in two cities. 1 Houston 30 2322 2 Denver 34 2686 At a: = 0.01. test the claim that salaries in Houston have at least as much variation as salaries in Denver. 1. The null hypothesis is Ho: '13:} #1 3-3 #2 2. This is a left tailed test with: dfn = 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 '33:? Reject Ho '13:? Accept Ha '13:} Accept Ho 4b. The conclusion is: '33:? There is insufficient evidence to reject the claim that salaries in Houston have at least as much variation as salaries in Denver '3' There is insufficient evidence to support the claim that salaries in Houston have at Least as much variation as salaries in Denver '17:} There is sufficient evidence to reject the claim that salaries in Houston have at least as much variation as salaries in Denver 3":33' There is sufficient evidence to sup-port the claim that salaries in Houston have at least as much variation as salaries in Denver