13. Two machines are used to fill 50-pound bags of dog food. Sample information for these two machines is given below: Machine A Machine B Sample Size 81 64 Sample Mean (pounds) 51 48 Sample Variance 16 12 If you are to conduct a test to determine whether the average amount dispensed by machine A is significantly more than the average amount dispensed by machine B, the computed test statistic for this test is (a) 7.7918 (b) -7.7918 (c) 4.8348 (d) 1.2897
13. Two machines are used to fill 50-pound bags of dog food. Sample information for these two machines is given below: Machine A Machine B Sample Size 81 64 Sample Mean (pounds) 51 48 Sample Variance 16 12 If you are to conduct a test to determine whether the average amount dispensed by machine A is significantly more than the average amount dispensed by machine B, the computed test statistic for this test is (a) 7.7918 (b) -7.7918 (c) 4.8348 (d) 1.2897
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
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
Transcribed Image Text:13. Two machines are used to fill 50-pound bags of dog food. Sample
information for these two machines is given below:
Machine A
Machine B
Sample Size
81
64
Sample Mean (pounds)
51
48
Sample Variance
16
12
If you are to conduct a test to determine whether the average amount dispensed
by machine A is significantly more than the average amount dispensed by
machine B, the computed test statistic for this test is
(a) 7.7918
(b) -7.7918
(c) 4.8348
(d) 1.2897
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