13. A study is being done to test if eating a banana before taking an exam improves test scores. Their null hypothesis is that eating a banana has no effect on test scores. The alternative hypothesis is that eating a banana increases test scores. From this test they got a P-value of 0.113. What does this tell us? a. Testing at 0.05 level there is significant evidence that eating a banana will increase your test score. b. Testing at 0.05 level there is not significant evidence that eating a banana will increase your test scores. c. There is not enough information to make a conclusion.

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13. A study is being done to test if eating a banana before taking an exam improves test scores. Their
null hypothesis is that eating a banana has no effect on test scores. The alternative hypothesis is
that eating a banana increases test scores. From this test they got a P-value of0.113. What does
this tell us?
a. Testing at 0.05 level there is significant evidence that eating a banana will increase your
test score.
b. Testing at 0.05 level there is not significant evidence that eating a banana will increase
your test scores.
c. There is not enough information to make a conclusion.
14. A Blu-ray manufacturer knows that the disks are supposed to have a diameter of 120mm. An
engineer believes one of the machines is making disks that are the wrong size. He takes a sample
of 10,000 disks and finds that for this machine the mean diameter is 120.07mm. He tests this
sample value and finds that the machine is making disks that are significantly different in then
120mm in diameter. Most likely why is such a small difference in size significantly different?
a. The population average of 120mm is to high
b. The machine just has more variability than other machines
c. The sample size is very large, allowing little room for error
d. All the above are very likely
с.
Transcribed Image Text:13. A study is being done to test if eating a banana before taking an exam improves test scores. Their null hypothesis is that eating a banana has no effect on test scores. The alternative hypothesis is that eating a banana increases test scores. From this test they got a P-value of0.113. What does this tell us? a. Testing at 0.05 level there is significant evidence that eating a banana will increase your test score. b. Testing at 0.05 level there is not significant evidence that eating a banana will increase your test scores. c. There is not enough information to make a conclusion. 14. A Blu-ray manufacturer knows that the disks are supposed to have a diameter of 120mm. An engineer believes one of the machines is making disks that are the wrong size. He takes a sample of 10,000 disks and finds that for this machine the mean diameter is 120.07mm. He tests this sample value and finds that the machine is making disks that are significantly different in then 120mm in diameter. Most likely why is such a small difference in size significantly different? a. The population average of 120mm is to high b. The machine just has more variability than other machines c. The sample size is very large, allowing little room for error d. All the above are very likely с.
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