A research study conducted in 2001 concluded that high school students in the state of Virginia averaged 10.4 hours of exercise a week. Last year, a study of 250 randomly selected students throughout the state found an average of 10.18 hours with a standard deviation of 1.83 hours. Does this provide evidence at a .05 significance level that the average number of hours spent each week exercising by Virginia high school students has dropped? Interpret the p-value in this question. How could a different significance level change your decision in part (a)? If only the sample size changed, would it need to be higher or lower to change your decision in part (a)?
A research study conducted in 2001 concluded that high school students in the state of Virginia averaged 10.4 hours of exercise a week. Last year, a study of 250 randomly selected students throughout the state found an average of 10.18 hours with a standard deviation of 1.83 hours. Does this provide evidence at a .05 significance level that the average number of hours spent each week exercising by Virginia high school students has dropped? Interpret the p-value in this question. How could a different significance level change your decision in part (a)? If only the sample size changed, would it need to be higher or lower to change your decision in part (a)?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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A research study conducted in 2001 concluded that high school students in the state of Virginia averaged 10.4 hours of exercise a week. Last year, a study of 250 randomly selected students throughout the state found an average of 10.18 hours with a standard deviation of 1.83 hours.
- Does this provide evidence at a .05 significance level that the average number of hours spent each week exercising by Virginia high school students has dropped?
- Interpret the p-value in this question.
- How could a different significance level change your decision in part (a)?
- If only the sample size changed, would it need to be higher or lower to change your decision in part (a)?
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