We want to compare two factories, with respect to the satisfaction shown by customers regarding the service during the period of stay in each factory. For this purpose, customers of similar size were randomly selected. Each customer filled out a questionnaire and the responses generated ratings ranging from 0 to 100, indicating the degree of satisfaction. The results were: Client A B 1 93 60 2 86 58 85 47 90 62 5 91 58 6 82 61 7 88 63 8 86 64 87 68 10 85 58 11 57 12 67 13 61 14 56 15 58 Based on the data presented, test whether the population means are equal. What's your conclusion? Use a = 0.05 Use: Z0,05 = -1,645 Z0,025 = -1,96 t(0,05;23) = -1,714 t(0,025;23) = -2,069

College Algebra (MindTap Course List)
12th Edition
ISBN:9781305652231
Author:R. David Gustafson, Jeff Hughes
Publisher:R. David Gustafson, Jeff Hughes
Chapter8: Sequences, Series, And Probability
Section8.7: Probability
Problem 5E: List the sample space of each experiment. Rolling one die and tossing one coin
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We want to compare two factories, with respect to the satisfaction shown by customers regarding the
service during the period of stay in each factory. For this purpose, customers of similar size were randomly
selected. Each customer filled out a questionnaire and the responses generated ratings ranging from 0 to
100, indicating the degree of satisfaction. The results were:
Client
A
B
1
93
60
2
86
58
85
47
90
62
91
58
6.
82
61
7
88
63
8.
86
64
87
68
10
85
58
11
57
12
67
13
61
14
56
15
58
Based on the data presented, test whether the population means are equal. What's your conclusion? Use a
= 0.05
Use:
Z0,05 = -1,645
Z0,025 = -1,96
t(0,05;23)
= -1,714
t(0,025;23) = -2,069
Transcribed Image Text:We want to compare two factories, with respect to the satisfaction shown by customers regarding the service during the period of stay in each factory. For this purpose, customers of similar size were randomly selected. Each customer filled out a questionnaire and the responses generated ratings ranging from 0 to 100, indicating the degree of satisfaction. The results were: Client A B 1 93 60 2 86 58 85 47 90 62 91 58 6. 82 61 7 88 63 8. 86 64 87 68 10 85 58 11 57 12 67 13 61 14 56 15 58 Based on the data presented, test whether the population means are equal. What's your conclusion? Use a = 0.05 Use: Z0,05 = -1,645 Z0,025 = -1,96 t(0,05;23) = -1,714 t(0,025;23) = -2,069
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