The National Center for Health Statistics reports that the average systolic blood pressure for males 35-44 years of age has a mean of 122. The medical director of a large company believes the average systolic blood pressure for male executives 35-44 years of age at his company is different from 122. He looks at the medical records of 64 randomly selected male executives in this age group and finds that the mean systolic blood pressure in this sample is 125.5 and the standard deviation is 24. The sample does not contain any outliers. Suppose you want to create a confidence interval for μ, the true average systolic blood pressure of all 35-44-year-old male executives at this company. Are all assumptions met to create this confidence interval?   No, none of the assumptions are met.   It is impossible to determine.   We know one assumption is met. We are unsure about the second assumption, but since the method is robust, it is okay. The confidence interval is still valid.

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The National Center for Health Statistics reports that the average systolic blood pressure for males 35-44 years of age has a mean of 122. The medical director of a large company believes the average systolic blood pressure for male executives 35-44 years of age at his company is different from 122. He looks at the medical records of 64 randomly selected male executives in this age group and finds that the mean systolic blood pressure in this sample is 125.5 and the standard deviation is 24. The sample does not contain any outliers. Suppose you want to create a confidence interval for μ, the true average systolic blood pressure of all 35-44-year-old male executives at this company. Are all assumptions met to create this confidence interval?

 
No, none of the assumptions are met.
 
It is impossible to determine.
 
We know one assumption is met. We are unsure about the second assumption, but since the method is robust, it is okay. The confidence interval is still valid.
 
Yes, both assumptions are met.
 
No, only one assumption is met.
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