A company uses a double sampling plan with the following parameters: n = 60, C =...
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A company uses a double sampling plan with the following parameters: n₁ = 60, C₁ = 2, n2 = 85, C₂ = 5 If the fraction nonconforming of incoming lots is 0.06; a. (12 P) What is the probability of acceptance on the first sample? Answer: b. (12 P) Calculate the probability of rejection on the first sample. Answer: c. (24 P) What is the probability of acceptance on the second sample? Answer: d. (6 P) What is the probability of final acceptance? Answer: e. (6 P) Calculate the probability of overall rejection. Answer: A company uses a double sampling plan with the following parameters: n₁ = 60, C₁ = 2, n2 = 85, C₂ = 5 If the fraction nonconforming of incoming lots is 0.06; a. (12 P) What is the probability of acceptance on the first sample? Answer: b. (12 P) Calculate the probability of rejection on the first sample. Answer: c. (24 P) What is the probability of acceptance on the second sample? Answer: d. (6 P) What is the probability of final acceptance? Answer: e. (6 P) Calculate the probability of overall rejection. Answer:
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To calculate the probabilities for the double sampling plan we need to use the binomial distribution Lets go through each part step by step Given para... View the full answer
Related Book For
Fundamentals of quality control and improvement
ISBN: 978-0470226537
3rd edition
Authors: amitava mitra
Posted Date:
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