According to Neilson & Co adults watch an average of 30 hours of a TV a week. Assume the population standard deviation for ‘hours of TV watched per week’ is 12 hours. a. If a random sample of 30 adults is selected, what is the probability the sample mean for hours of TV watched per week is less than 28 hours? b. If a random sample of 30 adults is selected, what is the probability the sample mean for hours of TV watched per week is more than 31 hours? c. If a random sample of 30 adults is selected, what is the probability the sample mean for hours of TV watched per week is between 28 and 31 hours?

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.4: Distributions Of Data
Problem 19PFA
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According to Neilson & Co adults watch an average of 30 hours of a TV a week. Assume the population standard deviation for ‘hours of TV watched per week’ is 12 hours.

 

a. If a random sample of 30 adults is selected, what is the probability the sample mean for hours of TV watched per week is less than 28 hours?

 

b. If a random sample of 30 adults is selected, what is the probability the sample mean for hours of TV watched per week is more than 31 hours?

 

c. If a random sample of 30 adults is selected, what is the probability the sample mean for hours of TV watched per week is between 28 and 31 hours?

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