Note: Students are required to clearly understand AQL, LTPD, producer's and consumer's risks as well as...

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Note: Students are required to clearly understand AQL, LTPD, producer's and consumer's risks as well as n, c, and table of acceptance probability. 1. For AQL = 1 percent, and LTPD = 4 percent, and n = 400, what value(s) of the acceptance number, c, would result in the producer's risk and the consumer's risk both being under 5 percent? 2. For AQL = 1 percent and c = 2, what is the largest value of n that will result in a producer's risk of 5 percent? Using that sample size, determine the consumer's risk when LTPD = 2 percent. 3. For c= 10 and LTPD = 5 percent, what value of n results in a 5 percent consumer's risk? 4. Design a sampling plan for AQL = 0.1 percent, LTPD = 0.5 percent, producer's risk 5 percent, and consumer's risk ≤ 10 percent. 5. Design a sampling plan for AQL = 0.01 percent (100 parts per million), LTPD = 0.05 percent (500 ppm), producer's risk 5 percent, and consumer's risk ≤ 10 percent. Observe the similarity of this problem to Problem 4. As AQL decreases by a factor of K, what is the effect on the sample size, n? Note: Students are required to clearly understand AQL, LTPD, producer's and consumer's risks as well as n, c, and table of acceptance probability. 1. For AQL = 1 percent, and LTPD = 4 percent, and n = 400, what value(s) of the acceptance number, c, would result in the producer's risk and the consumer's risk both being under 5 percent? 2. For AQL = 1 percent and c = 2, what is the largest value of n that will result in a producer's risk of 5 percent? Using that sample size, determine the consumer's risk when LTPD = 2 percent. 3. For c= 10 and LTPD = 5 percent, what value of n results in a 5 percent consumer's risk? 4. Design a sampling plan for AQL = 0.1 percent, LTPD = 0.5 percent, producer's risk 5 percent, and consumer's risk ≤ 10 percent. 5. Design a sampling plan for AQL = 0.01 percent (100 parts per million), LTPD = 0.05 percent (500 ppm), producer's risk 5 percent, and consumer's risk ≤ 10 percent. Observe the similarity of this problem to Problem 4. As AQL decreases by a factor of K, what is the effect on the sample size, n?

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