Given the accompanying null hypothesis, alternative hypothesis, and sample information, complete parts a and b below. Ho: e sa HA > a Sample 1 n 14 s- 1.548 Sample 2 n2 22 1,138 O A the calculated test statistic F reject Ho. otherwise do not rejecet Ho OB. t the calculated test statistic F reject Ho. otherwise do not rejeet Ho OC the caloulated test statistic F> reject Ho, otherwise do not reject Ho OD. H the calculated test statistic F< or F>. reject Ho. otherwise do not reject Ho b. Test the hypothesis and indicate whether the null hypothesis should be rejected Determinhe test statistio Round to two decimal places as needed) What would you tell the agent if you tested at the significance level of 0.025? OA Do not reject the null hypothesis. There is insufficient evidence to conclude that the first population variance is greater than the second population variance OB. Reject the null hypothesis There is insuffiaient evidence to conolude that the first population variance is greater than the second population variance. OC Reject the null hyoothesis There is sufioient evidence to conciude that the frat population variance is greater than the second population variance OD. Do net reject the null hypothesia There is sufficient evidence to conclude that the first population variance is grater than the second population variance

MATLAB: An Introduction with Applications
6th Edition
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Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Given the accompanying null hypothesis, alternative hypothesis, and sample information, complete parts a and b below.
Sample 1
Họ ef sa
Sample 2
n2 = 22
n14
s- 1,548
-1.138
= 1,138
A.
.....
If the calculated test statistic F<
reject Ho. otherwise do not reject Ho
OB.
If the calculated test statistic F
reject Ho. otherwise do not reject Ho-
OC. the caloulated test statistic F>
reject Ho, otherwise do not reject Ho-
OD. H the calculated test statistic F<
or F>
. reject Ho. otherwise do not reject Ho
b. Test the hypothesis and indicate whether the null hypothesis should be rejected
Determingthe test statistic.
F Round to two decimal places as needed.)
What would you tell the agent if you tested at the significance level of 0.025?
OA. Do not reject the null hypothesis. There is insufficient evidence to conclude that the first population variance is greater than the second
population variance.
OB. Reject the null hypothesis. There is insuffiaient evidence to conolude that the first population variance is greater than the second
population variance
OC Reject the null hyoothesis There is sufticient evidence to conciude that the first population variance is greater than the second population
variance
OD. Do not reject the null hypothesis There is sufficient evidence to conclude that the first population variance is greater than the second
population variance
Transcribed Image Text:Given the accompanying null hypothesis, alternative hypothesis, and sample information, complete parts a and b below. Sample 1 Họ ef sa Sample 2 n2 = 22 n14 s- 1,548 -1.138 = 1,138 A. ..... If the calculated test statistic F< reject Ho. otherwise do not reject Ho OB. If the calculated test statistic F reject Ho. otherwise do not reject Ho- OC. the caloulated test statistic F> reject Ho, otherwise do not reject Ho- OD. H the calculated test statistic F< or F> . reject Ho. otherwise do not reject Ho b. Test the hypothesis and indicate whether the null hypothesis should be rejected Determingthe test statistic. F Round to two decimal places as needed.) What would you tell the agent if you tested at the significance level of 0.025? OA. Do not reject the null hypothesis. There is insufficient evidence to conclude that the first population variance is greater than the second population variance. OB. Reject the null hypothesis. There is insuffiaient evidence to conolude that the first population variance is greater than the second population variance OC Reject the null hyoothesis There is sufticient evidence to conciude that the first population variance is greater than the second population variance OD. Do not reject the null hypothesis There is sufficient evidence to conclude that the first population variance is greater than the second population variance
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