A company has established a sampling plan where it has defined that its sample size is 80 with an acceptance value of 2. With this information, establish the probability of acceptance for the following values of defective products (1%, 3% and 5% ). Determine the probabilities of acceptance for those same defective portions if the sample is increased to 120 and 170 units. a. What is the Probability of Acceptance for n=80, c=2 and p=0.01? b. What is the Probability of Acceptance for n=80, c=2 and p=0.03? c. What is the Probability of Acceptance for n=80, c=2 and p=0.05? d. What is the Probability of Acceptance for n=120, c=2 and p=0.01? e. What is the Probability of Acceptance for n=120, c=2 and p=0.03? F. What is the Probability of Acceptance for n=120, c=2 and p=0.05? g. What is the Probability of Acceptance for n=170, c=2 and p=0.01? h. What is the Probability of Acceptance for n=170, c=2 and p=0.03? I. What is the Probability of Acceptance for n=170, c=2 and p=0.05? J. Which plan (value of n) is the most discriminating?
A company has established a sampling plan where it has defined that its sample size is 80 with an acceptance value of 2. With this information, establish the
Determine the probabilities of acceptance for those same defective portions if the sample is increased to 120 and 170 units.
a. What is the Probability of Acceptance for n=80, c=2 and p=0.01?
b. What is the Probability of Acceptance for n=80, c=2 and p=0.03?
c. What is the Probability of Acceptance for n=80, c=2 and p=0.05?
d. What is the Probability of Acceptance for n=120, c=2 and p=0.01?
e. What is the Probability of Acceptance for n=120, c=2 and p=0.03?
F. What is the Probability of Acceptance for n=120, c=2 and p=0.05?
g. What is the Probability of Acceptance for n=170, c=2 and p=0.01?
h. What is the Probability of Acceptance for n=170, c=2 and p=0.03?
I. What is the Probability of Acceptance for n=170, c=2 and p=0.05?
J. Which plan (value of n) is the most discriminating?
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