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Q. Sample Sample Mean (in.) Range (in.)1 10.002 0.0112 10.002 0.0143 9.991 0.0074 10.006 0.0225 9.997 0.0136 9.997 0.0127 10.001 0.0088 10.005 0.0139 9.995 0.00410 10.001 0.01111 10.001 0.01412 10.006 0.009
Twelve samples, each containing 5 parts, were taken from a process that produces steel rods. The length of each rod in the samples was decided. The results were tabulated and sample means and ranges were computed. The results were:
A) Decide the upper and lower control limits and the overall means for ? charts and R - Charts.
B) Draw the charts and plot the values of the sample means and ranges.
C) Do the information indicate a process that is in control?
D) Why or why not?
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A linear programming model consists of decision variables, constraints, but no objective function. In a linear programming model, the number of constraints must be less than the number of decision variables.
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