A movie director who combines dark humor and neo-western in his films is curious about gender preferences about his movies. His team randomly sampled 12 male and 14 female movie fans and had them score one of his movies after watching it. Here are the scores: Males: 83 85 83 72 84 86 65 79 74 81 85 89 Females: 78 80 75 73 65 86 71 77 77 78 73 82 71 65 In order to investigate whether there is enough evidence to conclude that males actually like his movies more, the test statistic is and the p- value is (Hint:Assume the populations are Normal and variances are equal, Use the mean of males as Mu1)

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 10CYU
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A movie director who combines dark humor and neo-western in his films is curious about gender preferences about his movies. His team randomly sampled 12 male
and 14 female movie fans and had them score one of his movies after watching it. Here are the scores:
Males: 83 85 83 72 84 86 65 79 74 81 85 89
Females: 78 80 75 73 65 86 71 77 77 78 73 82 71 65
In order to investigate whether there is enough evidence to conclude that males actually like his movies more, the test statistic is
and the p-
value is
(Hint:Assume the populations are Normal and variances are equal, Use the mean of males as Mu1)
Transcribed Image Text:Click to see additional instructions A movie director who combines dark humor and neo-western in his films is curious about gender preferences about his movies. His team randomly sampled 12 male and 14 female movie fans and had them score one of his movies after watching it. Here are the scores: Males: 83 85 83 72 84 86 65 79 74 81 85 89 Females: 78 80 75 73 65 86 71 77 77 78 73 82 71 65 In order to investigate whether there is enough evidence to conclude that males actually like his movies more, the test statistic is and the p- value is (Hint:Assume the populations are Normal and variances are equal, Use the mean of males as Mu1)
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