Question 1 of 3 Question 2 of 3 Question 3 of 3 The next three questions are bas
ID: 2755676 • Letter: Q
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Question 1 of 3
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Question 3 of 3
The next three questions are based on the following information.To study the weight accuracy of a 50lb fertilizer bag, 12 samples of 12 bags of fertilizer in each sample were taken and the results are as follows.
Mean Range Sample 1 47 1.1 Sample 2 46 1.31 Sample 3 46 0.91 Sample 4 47 1.1 Sample 5 48 1.21 Sample 6 50 0.82 Sample 7 49 0.86 Sample 8 49 1.11 Sample 9 51 1.12 Sample 10 52 0.99 Sample 11 50 0.86 Sample 12 51 1.2
Question 1 of 3
5.0 Points The overall average weight of a bag of fertilizer is pound, and the average range is pound. (Please round to two decimal points and include no units.)Mark for Review What's This?
Question 2 of 3
5.0 Points The upper control limit for a 99.7% control chart for the mean is pound, and the lowercontrol limit is pound. (Please round to two decimal points and include no units.Please enter the upper limit first.)Mark for Review What's This?
Question 3 of 3
5.0 Points The upper control limit for a 99.7% control chart for the range is pound, and the lowercontrol limit is pound. (Please round to two decimal points and include no units.Please enter the upper limit first.)Mark for Review What's This?
Explanation / Answer
Mean of Ranges=1.1+1.31+.91+1.1+1.21+.82+.86+1.11+1.12+.99+.86+1.2/12=12.59/12=1.05
Mean of Means=47+46+46+47+48+50+49+49+51+52+50+51/12=586/12=48.83
Mean(x) (x-Mean)^2 Range(y) (y-Mean)^2 Sample 1 47 3.361111111 1.1 0.002584028 Sample 2 46 8.027777778 1.31 0.068034028 Sample 3 46 8.027777778 0.91 0.019367361 Sample 4 47 3.361111111 1.1 0.002584028 Sample 5 48 0.694444444 1.21 0.025867361 Sample 6 50 1.361111111 0.82 0.052517361 Sample 7 49 0.027777778 0.86 0.035784028 Sample 8 49 0.027777778 1.11 0.003700694 Sample 9 51 4.694444444 1.12 0.005017361 Sample 10 52 10.02777778 0.99 0.003500694 Sample 11 50 1.361111111 0.86 0.035784028 Sample 12 51 4.694444444 1.2 0.022750694 Mean 48.83 1.05 (x-Mean)^2 45.66666667 (y-Mean)^2 0.277491667 sd=sqrt((x-Mean)^2/11) 2.04 sd=sqrt((y-Mean)^2/11) 0.16Related Questions
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