In the process of manufacturing crystal tubes air ball may be trap in the tubes. An experience designer believes that the number of air ball trap in a tube follows a Poisson distribution with mean 0.15. Salable tubes are categorized as A Grade if no air ball are trap and B Grade if one or two air balls are trapped. (a) How many percent of the tubes are classified as A Grade and B Grade respectively? (b) Find the probability that a tube manufactured is not salable. 2.

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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In the process of manufacturing crystal tubes air ball may be trap in the tubes. An
experience designer believes that the number of air ball trap in a tube follows a Poisson
distribution with mean 0.15. Salable tubes are categorized as A Grade if no air ball are
trap and B Grade if one or two air balls are trapped.
(a)
How many percent of the tubes are classified as A Grade and B Grade
respectively?
(b)
Find the probability that a tube manufactured is not salable.
Transcribed Image Text:In the process of manufacturing crystal tubes air ball may be trap in the tubes. An experience designer believes that the number of air ball trap in a tube follows a Poisson distribution with mean 0.15. Salable tubes are categorized as A Grade if no air ball are trap and B Grade if one or two air balls are trapped. (a) How many percent of the tubes are classified as A Grade and B Grade respectively? (b) Find the probability that a tube manufactured is not salable.
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