Acceptance sampling is a method that uses small random samples from incoming shipments of products to assess the quality of the entire shipment. Typically, a random sample of size n is selected from a shipment, and each sampled item is tested to see whether it meets quality specifications. The number of sampled items that do not meet specifications is denoted by x. As long as x does not exceed a prespecified integer c, called the acceptance number, then the entire shipment is accepted for use. If x exceeds c, then the shipment is returned to the vendor. In practice, because n is usually small in comparison to the number of items in a shipment, a binomial distribution is used to describe the random variable x. Suppose a company uses samples of size n= 10 and an acceptance number of c= 1 to evaluate shipments. If 10% of he items in a certain shipment are defective, what is the probability that this shipment will be returned to the

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Acceptance sampling is a method that uses small random samples from incoming shipments of products to
assess the quality of the entire shipment. Typically, a random sample of size n is selected from a shipment, and
each sampled item is tested to see whether it meets quality specifications. The number of sampled items that do
not meet specifications is denoted by x. As long as x does not exceed a prespecified integer c, called the
acceptance number, then the
entire shipment is accepted for use. If x exceeds c, then the shipment is returned to the vendor. In practice, because
n is usually small in comparison to the number of items in a shipment, a binomial distribution is used to describe
the random variable x.
Suppose a company uses samples of size n=10 and an acceptance number of c= 1 to evaluate shipments. If 10% of
the items in a certain shipment are defective, what is the probability that this shipment will be returned to the
vendor?
Transcribed Image Text:Acceptance sampling is a method that uses small random samples from incoming shipments of products to assess the quality of the entire shipment. Typically, a random sample of size n is selected from a shipment, and each sampled item is tested to see whether it meets quality specifications. The number of sampled items that do not meet specifications is denoted by x. As long as x does not exceed a prespecified integer c, called the acceptance number, then the entire shipment is accepted for use. If x exceeds c, then the shipment is returned to the vendor. In practice, because n is usually small in comparison to the number of items in a shipment, a binomial distribution is used to describe the random variable x. Suppose a company uses samples of size n=10 and an acceptance number of c= 1 to evaluate shipments. If 10% of the items in a certain shipment are defective, what is the probability that this shipment will be returned to the vendor?
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