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Mathematics, 17.12.2019 02:31 kang39

3. an article in time describing various aspects of american life indicated that higher educational achievement paid off. college grads worked 7.4 hours per day, fewer than those with less than a college education.

suppose that the average work day for a random sample of n=100 individuals who had less than a 4- year college education was calculated to be 7.9 hours with a standard deviation of s=2.9 hours.

conduct a hypothesis test that the average number of hours worked by individuals having less than a college degree is greater than individuals having a college degree.

a. what are your null and alternative hypotheses?

b. write down your test statistic and rejection region that should be used with a 95% confidence level. conclude whether or not you can reject the null hypothesis.

c. compute the p-value that the average number of hours worked by individuals having less than a college degree is greater than individuals having a college degree. conclude whether or not you can reject the null hypothesis.

d. in part c, if we had used a significance value of α = .01 would our conclusion be the same? what about at the α = .1 significance level?

e. calculate the probability of a type two error p(accept h0) when µ = 8.1 (at the 95% confidence level).

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