16. Conclude the test. p-value > a, therefore reject H, B p-value < a, therefore do not reject Ho C p-value < a, therefore reject H, D p-value > a, therefore do not reject Ho E p-value = a, therefore do not reject HI %3D
16. Conclude the test. p-value > a, therefore reject H, B p-value < a, therefore do not reject Ho C p-value < a, therefore reject H, D p-value > a, therefore do not reject Ho E p-value = a, therefore do not reject HI %3D
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
Question number 16 please
![Questions 13 - 17
A supplier of car parts claims to deliver the parts to any manufacturer in a mean time of less than 60
minutes. The population standard deviation is 6.55 minutes. In an effort to test this claim, a manufacturer
recorded the times of 43 deliveries from this supplier. The sample mean was 58.6 minutes. At the 5%
level of significance, can we conclude from the data in this sample that the supplier's claim to deliver in
less than 60 minutes is correct?
16.
Conclude the test.
p-value > a, therefore reject Ho
<a, therefore do not reject Ho
A
B
p-value
C
p-value < a , therefore reject Ho
p-value > a, therefore do not reject Ho
E
p-value = a, therefore do not reject H
%3D](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0d578507-0fc0-4708-bc18-7bba5eca8eae%2F7e924ffd-9829-457a-8773-d56c7ef65f37%2Fd55859_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Questions 13 - 17
A supplier of car parts claims to deliver the parts to any manufacturer in a mean time of less than 60
minutes. The population standard deviation is 6.55 minutes. In an effort to test this claim, a manufacturer
recorded the times of 43 deliveries from this supplier. The sample mean was 58.6 minutes. At the 5%
level of significance, can we conclude from the data in this sample that the supplier's claim to deliver in
less than 60 minutes is correct?
16.
Conclude the test.
p-value > a, therefore reject Ho
<a, therefore do not reject Ho
A
B
p-value
C
p-value < a , therefore reject Ho
p-value > a, therefore do not reject Ho
E
p-value = a, therefore do not reject H
%3D
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