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A production line produces a variable number N of times each day. Suppose each item produced has the same probability p of not conforming to manufacturing standards. If N has a Poisson distribution with mean λ, then the number of nonconforming items in one day's production Y has a Poisson distribution with mean λ p. The average number of resistors produced by a facility in one day has a Poisson distribution with mean 100. Typically, 5% of the resistors produced do not meet specifications.

a Find the expected number of resistors not meeting specifications on a given day.

b Find the probability that all resistors will meet the specifications on a given day.

c Find the probability that more than five resistors fail to meet specifications on a given day.

Electrical & Electronics, Engineering

  • Category:- Electrical & Electronics
  • Reference No.:- M91952978

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