Poisson Distribution: (Please answer as soon as possible) A new automated production process averages 3.3 breakdowns per day. Because of the cost associated with a breakdown, management is concerned about the possibility of having 4 or more breakdowns during a day. Assume that breakdowns occur randomly, that the probability of a breakdown is the same for any

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Poisson Distribution: (Please answer as soon as possible)

A new automated production process averages 3.3 breakdowns per day. Because of the cost associated with a breakdown, management is concerned about the possibility of having 4 or more breakdowns during a day. Assume that breakdowns occur randomly, that the probability of a breakdown is the same for any two time intervals of equal length, and that breakdowns in one period are independent of breakdowns in other periods. What is the probability of having 4 or more breakdowns during a day? (to 4 decimals)

A new automated production process averages 3.3 breakdowns per day. Because of the cost associated with a breakdown, management is
concerned about the possibility of having 4 or more breakdowns during a day. Assume that breakdowns occur randomly, that the probability of
a breakdown is the same for any two time intervals of equal length, and that breakdowns in one period are independent of breakdowns in other
periods. What is the probability of having 4 or more breakdowns during a day?
(to 4 decimals)
Transcribed Image Text:A new automated production process averages 3.3 breakdowns per day. Because of the cost associated with a breakdown, management is concerned about the possibility of having 4 or more breakdowns during a day. Assume that breakdowns occur randomly, that the probability of a breakdown is the same for any two time intervals of equal length, and that breakdowns in one period are independent of breakdowns in other periods. What is the probability of having 4 or more breakdowns during a day? (to 4 decimals)
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