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A hotel reception is called with an average of 3 times in a day. The calls arriving in a day has a Poisson distribution.

 

A hotel reception is called with an average of 3 times in a day. The calls arriving in a day has a Poisson distribution. (a) Find the probability of no calls in a day. (b) Assume that the number of calls arriving in two different days are independent. Find the probability that at least there will be two calls in two days period.

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