Husband and Wife Ages as Paired Data Exercise 2.213 introduces a dataset giving the ages of the two people getting married for a sample of 105 marriage licenses. All of the couples in the sample were...



Husband and Wife Ages as Paired Data Exercise 2.213 introduces a dataset giving the ages of the two people getting married for a sample of 105 marriage licenses. All of the couples in the sample were male-female couples. We are interested in whether the sample provides evidence that husbands are, on average, older than their wives. Because this is paired data (with each husband paired with his wife), we answer this question by first finding the difference in ages (Husband’s age minus Wife’s age) for each couple. For the 105 differences, the mean difference is 2.829 years with a standard deviation of 4.995. Test to see if, when getting married, the average age of husbands is greater than the average age of wives. Show all details of the test.





State the hypotheses. μdμd is the mean difference in ages of all male-female married couples.





H0 : μd _____ 0


Ha : μd_______0




PLEASE ANSWER THIS QUESTION I NEED HELP


Find test statistic and p-value.


Test statistic =  __________ (round to one decimal place)
p-value =  _________ (round to three decimal places)



What do you conclude?





a) RejectH
0. We have evidence that mean age is greater for husbands.

b) Do not rejectH
0. We do not have evidence that mean age is greater for husbands.

c) Do not rejectH
0. We have evidence that mean age is greater for husbands.

d) RejectH
0. We do not have evidence that mean age is greater for husbands.






Jun 08, 2022
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