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Please solve the ff: Arrival of customers at a novelty shop form a Poisson process with rate (per hour) that is uniformly distributed on (0,5).

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Arrival of customers at a novelty shop form a Poisson process with rate (per hour) that is uniformly distributed on (0,5). What is the probability that the rate of arrival of customers is at least 3 customers per hour given that no customers arrived during the first hour

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