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11. Three training methods are employed and then compared to determine if there are differences in the productivity levels of the three groups that are trained. A sample of five trainees each is taken from the three groups. The productivity levels are as follows: Method 1: 85 60 75 80 65 Method 2: 70 82 62 65 68 Method 3: 85 82 78 80 79 At 1% level of significance, do the training methods yield significantly different productivity levels? (and therefore, significantly different training methods)?

11. Three training methods are employed and then compared to determine if there are differences in the productivity levels of the three groups that are trained. A sample of five trainees each is taken from the three groups. The productivity levels are as follows: Method 1: 85 60 75 80 65 Method 2: 70 82 62 65 68 Method 3: 85 82 78 80 79 At 1% level of significance, do the training methods yield significantly different productivity levels? (and therefore, significantly different training methods)?

MATLAB: An Introduction with Applications
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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11. Three training methods are employed and then compared to determine if there are differences in the productivity levels of the three groups that are trained. A sample of five trainees each is taken from the three groups. The productivity levels are as follows: Method 1: 85 60 75 80 65 Method 2: 70 82 62 65 68 Method 3: 85 82 78 80 79 At 1% level of significance, do the training methods yield significantly different productivity levels? (and therefore, significantly different training methods)?
Transcribed Image Text:11. Three training methods are employed and then compared to determine if there are differences in the productivity levels of the three groups that are trained. A sample of five trainees each is taken from the three groups. The productivity levels are as follows: Method 1: 85 60 75 80 65 Method 2: 70 82 62 65 68 Method 3: 85 82 78 80 79 At 1% level of significance, do the training methods yield significantly different productivity levels? (and therefore, significantly different training methods)?
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