A consumer group plans a comparative study of the mean life of four different brands of batteries. Ten batteries of each brand will be randomly selected and the time until the energy level falls below a pre-specified level is measured.
A consumer group plans a comparative study of the mean life of four different brands of batteries. Ten batteries of each brand will be randomly selected and the time until the energy level falls below a pre-specified level is measured.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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A consumer group plans a comparative study of the mean life of four different brands of batteries. Ten batteries of each brand will be randomly selected and the time until the energy level falls below a pre-specified level is measured.
![Y Brigham Young University
& BYU Learning Suite
Y Quiz: Credit Quiz 30A
(1 unread) - mckayballstaedt@ x
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A byu.instructure.com/courses/7512/quizzes/174025/take
Assuming that sample standard deviations are as follows, is the condition for equal
population standard deviation met?
Level
n
Mean
StDev
Brand A
10
45.500
2.173
Brand B
|10
47.000
2.357
Brand C
10
42.400
2.503
Brand D
|10
50.800
3.584
O Yes, because the largest standard deviation is less than 2.
O No, because the largest standard deviation is greater than 2.
O Yes, because (largest standard deviation) / (smallest standard deviation) is less than 2.
O No, because (largest standard deviation) / (smallest standard deviation) is greater than 2.
12:23 PM
P Type here to search
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11/16/2020
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Transcribed Image Text:Y Brigham Young University
& BYU Learning Suite
Y Quiz: Credit Quiz 30A
(1 unread) - mckayballstaedt@ x
b Verify Email | bartleby
+
X
A byu.instructure.com/courses/7512/quizzes/174025/take
Assuming that sample standard deviations are as follows, is the condition for equal
population standard deviation met?
Level
n
Mean
StDev
Brand A
10
45.500
2.173
Brand B
|10
47.000
2.357
Brand C
10
42.400
2.503
Brand D
|10
50.800
3.584
O Yes, because the largest standard deviation is less than 2.
O No, because the largest standard deviation is greater than 2.
O Yes, because (largest standard deviation) / (smallest standard deviation) is less than 2.
O No, because (largest standard deviation) / (smallest standard deviation) is greater than 2.
12:23 PM
P Type here to search
45
11/16/2020
近
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