Let population 1 represent teenagers. Let population 2 represent young adults. A person collected two independent, random samples to test if the average teenager get enough sleep per week is more than the average number of sleep that a young adult gets per week. The following hypotheses were used: Ho:μ1 = μ2 Ha: μ1> μ2 The hypothesis test will completed the using significant level .05. Random samples, one from each population, were selected. The resulting study produced a p-value = .265. 1.) What conclusion should the person draw in regard to the study between teenagers and young adults. Sum up your results. 2.) A p-value= .265 would be considered a.) High significant b.) Not significant c.) Little information to tell.
Let population 1 represent teenagers. Let population 2 represent young adults. A person collected two independent, random samples to test if the average teenager get enough sleep per week is more than the average number of sleep that a young adult gets per week. The following hypotheses were used: Ho:μ1 = μ2 Ha: μ1> μ2 The hypothesis test will completed the using significant level .05. Random samples, one from each population, were selected. The resulting study produced a p-value = .265. 1.) What conclusion should the person draw in regard to the study between teenagers and young adults. Sum up your results. 2.) A p-value= .265 would be considered a.) High significant b.) Not significant c.) Little information to tell.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Let population 1 represent teenagers. Let population 2 represent young adults. A person collected two independent, random samples to test if the average teenager get enough sleep per week is more than the average number of sleep that a young adult gets per week. The following hypotheses were used:
Ho:μ1 = μ2
Ha: μ1> μ2
The hypothesis test will completed the using significant level .05. Random samples, one from each population, were selected. The resulting study produced a p-value = .265.
1.) What conclusion should the person draw in regard to the study between teenagers and young adults. Sum up your results.
2.) A p-value= .265 would be considered
a.) High significant
b.) Not significant
c.) Little information to tell.
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