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Consider a double-sampling plan for which the size of the first sample is 30 while the size of the second sample is 60. The lot is accepted after a first sample if the number of defectives is at most 2. The lot will be rejected if the total number of defectives after the first or the second sample is at least 5. Assuming the number of defectives in the sample follow binomial distribution, calculate the probability of acceptance, P(A), using MS excel when the proportion of defective items are p-0.02 and p=0.08 (correct the answer to four decimal places). A BI - 8 3

Consider a double-sampling plan for which the size of the first sample is 30 while the size of the second sample is 60. The lot is accepted after a first sample if the number of defectives is at most 2. The lot will be rejected if the total number of defectives after the first or the second sample is at least 5. Assuming the number of defectives in the sample follow binomial distribution, calculate the probability of acceptance, P(A), using MS excel when the proportion of defective items are p-0.02 and p=0.08 (correct the answer to four decimal places). A BI - 8 3

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter11: Data Analysis And Probability
Section11.4: Collecting Data
Problem 2E
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Consider a double-sampling plan for which the size of the first sample is 30 while the size of the second sample is 60. The lot is accepted after a first sample if the number of defectives is at most 2. The lot will be rejected if the total number of defectives after the first or the second sample is at least 5. Assuming the number of defectives in the sample follow binomial distribution, calculate the probability of acceptance, P(A), using MS excel when the proportion of defective items are p-0.02 and p=0.08 (correct the answer to four decimal places). A BI E E % 23
Transcribed Image Text:Consider a double-sampling plan for which the size of the first sample is 30 while the size of the second sample is 60. The lot is accepted after a first sample if the number of defectives is at most 2. The lot will be rejected if the total number of defectives after the first or the second sample is at least 5. Assuming the number of defectives in the sample follow binomial distribution, calculate the probability of acceptance, P(A), using MS excel when the proportion of defective items are p-0.02 and p=0.08 (correct the answer to four decimal places). A BI E E % 23
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