Large Consignments of computer components are inspected for defectives by means of a sampling system. Ten components are examined and the lot is to be rejected if two or more are found to be defective. If a consignments contains exactly 10% defectives. Find the probability of the consignment by using the technique of Binomial probability distribution that the consignment is: i) Accepted ii) Rejected
Let the number of defective components:
Given
i)
The probability that the consignment is accepted is 0.7360989291.
ii)
The probability that the consignment is rejected is 0.2639010709.
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