1. A prospective author of an introductory level statistics pook is interested in the number of pages in introductory evel statistics books. A random sample of n 15 ntroductory level statistics books is selected yielding a sample average of 972 pages with a sample standard deviation of 85 pages. Suppose the number of pages in an ntroductory level statistics book is normally distributed. a) Calculate a 99% confidence interval for the mean number of pages in an introductory evel statistics book b) Does the confidence interval in part a) suggest that the mo intro otoru

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Plzz explain only b) question part
1. A prospective author of an introductory level statistics
book is interested in the number of pages in introductory
level statistics books. A random sample of n
introductory level statistics books is selected yielding a
sample average of 972 pages with a sample standard
deviation of 85 pages. Suppose the number of pages in an
introductory level statistics book is normally distributed.
(a) Calculate a 99% confidence interval for the mean
number of pages in an introductory
level statistics book
(b) Does the confidence interval in part a) suggest that the
mean length of an introductory
level statistics book is more than 1000 pages? Please
explain.
Transcribed Image Text:1. A prospective author of an introductory level statistics book is interested in the number of pages in introductory level statistics books. A random sample of n introductory level statistics books is selected yielding a sample average of 972 pages with a sample standard deviation of 85 pages. Suppose the number of pages in an introductory level statistics book is normally distributed. (a) Calculate a 99% confidence interval for the mean number of pages in an introductory level statistics book (b) Does the confidence interval in part a) suggest that the mean length of an introductory level statistics book is more than 1000 pages? Please explain.
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