over several weeks of normal, or in-control, operation, 20 samples of 150 packageseach of synthetic-gut tennis strings were tested for breaking strength. A total of 141packages of the 3000 tested failed to conform to the manufacturer’s specifications.a. what is an estimate of the process proportion defective when the system is in control?b. Compute the upper and lower control limits for a p chart.c. with the results of part (b), what conclusion should be made about the process if testson a new sample of 150 packages find 12 defective? Do there appear to be assignablecauses in this situation?

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over several weeks of normal, or in-control, operation, 20 samples of 150 packages
each of synthetic-gut tennis strings were tested for breaking strength. A total of 141
packages of the 3000 tested failed to conform to the manufacturer’s specifications.
a. what is an estimate of the process proportion defective when the system is in control?
b. Compute the upper and lower control limits for a p chart.
c. with the results of part (b), what conclusion should be made about the process if tests
on a new sample of 150 packages find 12 defective? Do there appear to be assignable
causes in this situation?

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