Next, we will investigate properties of the distribution of the sample mean when sampling from a population that is not normally distributed. According to the American Time Use Survey, the amount of time American adults spend watching TV on a weekday is skewed right with a mean of μ= 2.35 hours and a standard deviation of σ= 2 hours. If we take a sample of American adults, how close can we expect their sample mean TV watching time to fall to the population mean μ = 2.35 hours?
Next, we will investigate properties of the distribution of the sample mean when sampling from a population that is not normally distributed. According to the American Time Use Survey, the amount of time American adults spend watching TV on a weekday is skewed right with a mean of μ= 2.35 hours and a standard deviation of σ= 2 hours. If we take a sample of American adults, how close can we expect their sample mean TV watching time to fall to the population mean μ = 2.35 hours?
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section: Chapter Questions
Problem 22SGR
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Next, we will investigate properties of the distribution of the sample mean when sampling from a population that is not normally distributed. According to the American Time Use Survey, the amount of time American adults spend watching TV on a weekday is skewed right with a mean of μ= 2.35 hours and a standard deviation of σ= 2 hours. If we take a sample of American adults, how close can we expect their sample mean TV watching time to fall to the population mean μ = 2.35 hours?
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