An estimate of the standard deviation of the proportion of


Refer to given Exercise regarding the proportion of carbon monoxide in exhaust gases, which has an upper specification limit of 0.30.Ifthe average carbon monoxide content is 1 standard deviation below the upper specification limit, the devices should be rejected 5% of the time. If the average carbon monoxide content is 0.8 standard deviation above the upper specification limit, the probability of acceptance should be 0.20. The standard deviation of the proportion of carbon monoxide is unknown. Find a variable sampling plan and describe its operation.

Exercise
The proportion of carbon monoxide in exhaust gases has an upper specification limit of 0.30. Emission control devices are being tested to meet such requirements. We wish that devices with an average carbon monoxide content of 0.15 or less be accepted 95% of the time. If the average carbon monoxide content is 0.34 or more, we wish the probability of acceptance to be 0.20. An estimate of the standard deviation of the proportion of carbon monoxide is 0.25. Find a variable sampling plan and explain its operation.

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Basic Statistics: An estimate of the standard deviation of the proportion of
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