Samples of size 5 provided the following 20 sample means for a production process that isbelieved to be in control.95.72 95.24 95.1895.44 95.46 95.3295.40 95.44 95.0895.50 95.80 95.2295.56 95.22 95.0495.72 94.82 95.4695.60 95.78a. based on these data, what is an estimate of the mean when the process is incontrol?b. Assume that the process standard deviation is s = .50. Develop the x_control chart forthis production process. Assume that the mean of the process is the estimate developedin part (a).
Samples of size 5 provided the following 20 sample means for a production process that isbelieved to be in control.95.72 95.24 95.1895.44 95.46 95.3295.40 95.44 95.0895.50 95.80 95.2295.56 95.22 95.0495.72 94.82 95.4695.60 95.78a. based on these data, what is an estimate of the mean when the process is incontrol?b. Assume that the process standard deviation is s = .50. Develop the x_control chart forthis production process. Assume that the mean of the process is the estimate developedin part (a).
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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Samples of size 5 provided the following 20 sample means for a production process that is
believed to be in control.
95.72 95.24 95.18
95.44 95.46 95.32
95.40 95.44 95.08
95.50 95.80 95.22
95.56 95.22 95.04
95.72 94.82 95.46
95.60 95.78
a. based on these data, what is an estimate of the mean when the process is in
control?
b. Assume that the process standard deviation is s = .50. Develop the x
_
control chart for
this production process. Assume that the mean of the process is the estimate developed
in part (a).
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