Consider a single machine production system that produces items one by one The monthly requirement for the item is for 100 parts Each manufactured item conforms to quality standards with probability 90 and non conforming items are discarded Use the normal approximation to the binomial yield model to estimate the probability that the production requirements are met if the number of items that are manufactured is 100, 110 and 120 (b) Repeat the same exercise if the required quantity is 1000 and if 1100 and 1200 items are produced

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Question: Consider a single machine production system that produces items one by one. The monthly requirement for the item is for 100 parts. Each manufactured item

Consider a single machine production system that produces items one by one. The monthly requirement for the item is for 100 parts. Each manufactured item conforms to quality standards with probability 90% and non-conforming items are discarded.

Use the normal approximation to the binomial yield model to estimate the probability that the production requirements are met if the number of items that are manufactured is 100, 110 and 120.
(b) Repeat the same exercise if the required quantity is 1000 and if 1100 and 1200 items are produced.

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