Which would be correct hypotheses for such a test? H:μ 9, Η : μ > 9 OHo:H 9, Hị :µ = 9 ΒΗ:μ < 9, Η :μ = 9 6Η:μ 9, Η :μ< 9 ΘΗ:μ = 9, Η :μή 9 What does the P-value measure? O The power of mind of the statistician who performed the statistical experiment O The probability that the alternate hypothesis is true O The probability that the results of a statistical experiment are due only to chance O The probability that the results of an statistical experiment are due to something more significant than chance If the resulting P-value is 0.065, which would be the appropriate conclusion?
Which would be correct hypotheses for such a test? H:μ 9, Η : μ > 9 OHo:H 9, Hị :µ = 9 ΒΗ:μ < 9, Η :μ = 9 6Η:μ 9, Η :μ< 9 ΘΗ:μ = 9, Η :μή 9 What does the P-value measure? O The power of mind of the statistician who performed the statistical experiment O The probability that the alternate hypothesis is true O The probability that the results of a statistical experiment are due only to chance O The probability that the results of an statistical experiment are due to something more significant than chance If the resulting P-value is 0.065, which would be the appropriate conclusion?
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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Question
![The CEO of a popular company claims that the mean response time for customer service calls is 9 minutes.
A group of recent customers believes that the mean response time is actually slower than that, meaning it
takes more than 9 minutes. The customers wish to conduct a hypothesis test at the a = 0.05 level of
significance to determine if their claim that it is slower is correct.
Which would be correct hypotheses for such a test?
Ho:u = 9, Hị: µ > 9
Ho:4 + 9, Hị: µ = 9
%3D
OHo:H < 9, Hị :H = 9
ΘΗ :μ = 9, Η :μ <9
ΘΗ:μ = 9, Η :μέ9
What does the P-value measure?
O The power of mind of the statistician who performed the statistical experiment
O The probability that the alternate hypothesis is true
The probability that the results of a statistical experiment are due only to chance
O The probability that the results of an statistical experiment are due to something more significant
than chance
If the resulting P-value is 0.065, which would be the appropriate conclusion?
There is significant evidence to suggest that the actual mean response time is more than 9
O There is significant evidence to suggest that the actual mean response time is less than 9
There is not significant evidence to suggest that the actual mean response time is less than 9
There is not significant evidence to suggest that the actual mean response time is more than 9](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff04deb86-1e80-4998-a3e1-f2e8bb7347fb%2Fcbc2a3a0-2e3c-40b8-9e63-ce5f25f59a3a%2Ftikfqat_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The CEO of a popular company claims that the mean response time for customer service calls is 9 minutes.
A group of recent customers believes that the mean response time is actually slower than that, meaning it
takes more than 9 minutes. The customers wish to conduct a hypothesis test at the a = 0.05 level of
significance to determine if their claim that it is slower is correct.
Which would be correct hypotheses for such a test?
Ho:u = 9, Hị: µ > 9
Ho:4 + 9, Hị: µ = 9
%3D
OHo:H < 9, Hị :H = 9
ΘΗ :μ = 9, Η :μ <9
ΘΗ:μ = 9, Η :μέ9
What does the P-value measure?
O The power of mind of the statistician who performed the statistical experiment
O The probability that the alternate hypothesis is true
The probability that the results of a statistical experiment are due only to chance
O The probability that the results of an statistical experiment are due to something more significant
than chance
If the resulting P-value is 0.065, which would be the appropriate conclusion?
There is significant evidence to suggest that the actual mean response time is more than 9
O There is significant evidence to suggest that the actual mean response time is less than 9
There is not significant evidence to suggest that the actual mean response time is less than 9
There is not significant evidence to suggest that the actual mean response time is more than 9
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