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Airplanes arrive at an airport according to the Poisson distribution with a mean of 2 planes per 5 minutes. Assume that airplanes arrive independently. In
Airplanes arrive at an airport according to the Poisson distribution with a mean of 2 planes per 5 minutes. Assume that airplanes arrive independently.
In the next 10 minutes, the probability that no airplane will arrive is?
In the next 15 minutes, the probability that "one airplane arrives at the first 5 minutes and no airplanes arrive in the 10 minutes after" is?
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