1- Consider the following two random and independent samples of students grades in 2 statistics classes and assume both populations are normally distributed: e TTH MWe 21.58 23.67 22.67 13.75 22.5 20.58 22 20.92 8.67 23.67 18.42 23.42 24.92 19.42 22.92 18.42 20.33 16.5 18.92 22.25 17.33 21.92e 22.5 20.17 22.42 23.17 16.67 22.42 24.42 16.17 18.42 22.5 22.83 17.75 a. Test for equality of the two population variances against a one-sided alternative at a=0.10. « b. Use the results of part a to test for equality of the two population means at a=0.02.
1- Consider the following two random and independent samples of students grades in 2 statistics classes and assume both populations are normally distributed: e TTH MWe 21.58 23.67 22.67 13.75 22.5 20.58 22 20.92 8.67 23.67 18.42 23.42 24.92 19.42 22.92 18.42 20.33 16.5 18.92 22.25 17.33 21.92e 22.5 20.17 22.42 23.17 16.67 22.42 24.42 16.17 18.42 22.5 22.83 17.75 a. Test for equality of the two population variances against a one-sided alternative at a=0.10. « b. Use the results of part a to test for equality of the two population means at a=0.02.
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

Transcribed Image Text:1- Consider the following two random and independent samples of students grades in 2 statistics
classes and assume both populations are normally distributed: e
TTH
MW-
21.58
23.67
18.42
23.42
24.92
22.67e
19.42
13.75e
22.92
22.5
18.42
20.58
20.33
22
16.5
20.92
18.92
8.67
22.25
23.67
17.33
21.92
22.42
22.5
24.42
20.17
16.17
22.42
18.42
23.17
22.5
16.67e
22.83
17.75
a. Test for equality of the two population variances against a one-sided alternative at a=0.10. e
b. Use the results of part a to test for equality of the two population means at a=0.02.4
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