The prices of a random sample of the same textbooks from two colleges are in the table. Assume that the population distribution of differences is approximately Normal, and assume that the sampling was random. Each book was priced separately; there were no books "bundled" together. Test, using a = 0.05, that the mean price of textbooks at College A is different from the mean price of textbooks at College A. Then calculate a 95% confidence interval for the mean difference in price of the books at college A and college B. College A College B 67 79 84 82 66 69 87 82 71 83 52 66 59 66 53 48 88 92 43 45 93 106 52 60 80 96 63 70 49 52

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Author:Amos Gilat
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hello attached is the problem, and these are the questions I need help with. 

State and check the assumptions for a hypothesis test.

State and check the assumptions for a hypothesis test. 

Conclusion:

Interpretation:

Give the confidence interval as an inequality.

Statistical Interpretation:

Real World Interpretation:

The prices of a random sample of the same textbooks from two colleges are in the table. Assume that the
population distribution of differences is approximately Normal, and assume that the sampling was random. Each
book was priced separately; there were no books "bundled" together. Test, using a = 0.05, that the mean price of
textbooks at College A is different from the mean price of textbooks at College A. Then calculate a 95% confidence
interval for the mean difference in price of the books at college A and college B.
College A College B
67
79
82
84
66
69
87
82
71
83
52
66
59
66
53
48
88
92
43
45
93
106
60
80
96
63
70
49
52
Transcribed Image Text:The prices of a random sample of the same textbooks from two colleges are in the table. Assume that the population distribution of differences is approximately Normal, and assume that the sampling was random. Each book was priced separately; there were no books "bundled" together. Test, using a = 0.05, that the mean price of textbooks at College A is different from the mean price of textbooks at College A. Then calculate a 95% confidence interval for the mean difference in price of the books at college A and college B. College A College B 67 79 82 84 66 69 87 82 71 83 52 66 59 66 53 48 88 92 43 45 93 106 60 80 96 63 70 49 52
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