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Consider a test of H0: μ=75 performed with the computer. The software reports a​ two-tailed p-value of 0.1094. Make the appropriate conclusion for each of the following situations. a. Ha​: μ<​75, z=−1.60​, α=0.03 b. Ha​: μ<​75, z=1.60​, α=0.09 c. Ha​: μ>​75, z=1.60​, α=0.09 d. Ha​: μ≠​75, z=−1.60​, α=0.01    for each part is there    There is sufficient evidence to reject H0. or  There is insufficient evidence to reject H0.

Consider a test of H0: μ=75 performed with the computer. The software reports a​ two-tailed p-value of 0.1094. Make the appropriate conclusion for each of the following situations. a. Ha​: μ<​75, z=−1.60​, α=0.03 b. Ha​: μ<​75, z=1.60​, α=0.09 c. Ha​: μ>​75, z=1.60​, α=0.09 d. Ha​: μ≠​75, z=−1.60​, α=0.01    for each part is there    There is sufficient evidence to reject H0. or  There is insufficient evidence to reject H0.

MATLAB: An Introduction with Applications
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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Consider a test of
H0: μ=75
performed with the computer. The software reports a​ two-tailed p-value of
0.1094.
Make the appropriate conclusion for each of the following situations.
a.
Ha​:
μ<​75,
z=−1.60​,
α=0.03
b.
Ha​:
μ<​75,
z=1.60​,
α=0.09
c.
Ha​:
μ>​75,
z=1.60​,
α=0.09
d.
Ha​:
μ≠​75,
z=−1.60​,
α=0.01
 
 for each part is there 
 
There is sufficient evidence to reject
H0.
or 
There is insufficient evidence to reject
H0.
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