A professor decided to estimate the average time it takes for students to take tests. He measured the submission time of 45 random students. The mean duration is found to be 108 minutes, and the standard deviation is known to be 12 minutes. The population is normally distributed. What are the and upper bounds for a 92% confidence interval of the lower population mean duration for the test?

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A professor decided to estimate the average time it takes for students to take tests. He measured the
submission time of 45 random students. The mean duration is found to be 108 minutes, and the
standard deviation is known to be 12 minutes. The population is normally distributed. What are the
and upper
bounds for a 92% confidence interval of the
lower
population mean duration for the test?
Transcribed Image Text:A professor decided to estimate the average time it takes for students to take tests. He measured the submission time of 45 random students. The mean duration is found to be 108 minutes, and the standard deviation is known to be 12 minutes. The population is normally distributed. What are the and upper bounds for a 92% confidence interval of the lower population mean duration for the test?
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