men to STEM fields in college, 700 female students who ompleted the program were compared to 1200 female students ho did not complete the program. Of the 700 women who ompleted the program, 125 of them majored in a STEM field in ollege. Of the 1200 women who did not complete the program, 74 of them majored in a STEM field. erform a hypothesis test to see if there is statistically significant idence that the proportion of women who completed the ogram is significantly greater than the proportion who did not mplete the program. Perform the test at the alpha = 0.05 level. hat is the p-value and conclusion of this test? -value = 0.026; Fail to reject the null hypothesis -value = 0.026; Reject the null hypothesis -value = 0.053; Fail to reject the null hypothesis 8

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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In order to test the efficacy of a program designed to attract more
women to STEM fields in college, 700 female students who
completed the program were compared to 1200 female students
who did not complete the program. Of the 700 women who
completed the program, 125 of them majored in a STEM field in
college. Of the 1200 women who did not complete the program,
174 of them majored in a STEM field.
Perform a hypothesis test to see if there is statistically significant
evidence that the proportion of women who completed the
program is significantly greater than the proportion who did not
complete the program. Perform the test at the alpha = 0.05 level.
What is the p-value and conclusion of this test?
p-value = 0.026; Fail to reject the null hypothesis
p-value = 0.026; Reject the null hypothesis
p-value = 0.053; Fail to reject the null hypothesis
p-value = 0.053; Reject the null hypothesis
@
Transcribed Image Text:In order to test the efficacy of a program designed to attract more women to STEM fields in college, 700 female students who completed the program were compared to 1200 female students who did not complete the program. Of the 700 women who completed the program, 125 of them majored in a STEM field in college. Of the 1200 women who did not complete the program, 174 of them majored in a STEM field. Perform a hypothesis test to see if there is statistically significant evidence that the proportion of women who completed the program is significantly greater than the proportion who did not complete the program. Perform the test at the alpha = 0.05 level. What is the p-value and conclusion of this test? p-value = 0.026; Fail to reject the null hypothesis p-value = 0.026; Reject the null hypothesis p-value = 0.053; Fail to reject the null hypothesis p-value = 0.053; Reject the null hypothesis @
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