Read each situation and solve for the hypothesis testing for proportion Encircle the letter of the correct answer. Show your solutions. 1 Using the .05 level of significance, run a z- test given the following n = 74, = Po = 10% A. The computed z value 0.91 is greater than the critical value -1.96. B Based on the evidence on hand that the computed z statistic-0 91 lies outside the rejection region, we cannot reject the null hypothesis C The computed z value -0.91 is lesser than the critical value -1 96. D Based on the evidence on hand that the computed z statistic 0.91 lies inside the rejection region, we cannot reject the null hypothesis

MATLAB: An Introduction with Applications
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Read each situation and solve for the hypothesis testing for proportion. Encircle the letter of
the correct answer. Show your solutions.
1
Using the .05 level of significance, run a z- test given the following
n = 74,
5
p
=
Po = 10%
74
A.
The computed z value 0.91 is greater than the critical value -1.96.
B
Based on the evidence on hand that the computed z statistic-0 91 lies outside the
rejection region, we cannot reject the null hypothesis
C
The computed z value -0.91 is lesser than the critical value -1 96.
D
Based on the evidence on hand that the computed z statistic 0.91 lies inside the
rejection region, we cannot reject the null hypothesis.
Transcribed Image Text:Read each situation and solve for the hypothesis testing for proportion. Encircle the letter of the correct answer. Show your solutions. 1 Using the .05 level of significance, run a z- test given the following n = 74, 5 p = Po = 10% 74 A. The computed z value 0.91 is greater than the critical value -1.96. B Based on the evidence on hand that the computed z statistic-0 91 lies outside the rejection region, we cannot reject the null hypothesis C The computed z value -0.91 is lesser than the critical value -1 96. D Based on the evidence on hand that the computed z statistic 0.91 lies inside the rejection region, we cannot reject the null hypothesis.
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