a parking lot has two entrances. cars arrive at entrance i according to a poisson distribution at an average of three per hour and at entrance ii according to a poisson distribution at an average of four per hour. what is the probability that a total of three cars will arrive at the parking lot in a given hour? (assume that the numbers of cars arriving at the two entrances are independent.)

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05-10-2022
Mathematics

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a parking lot has two entrances. cars arrive at entrance i according to a poisson distribution at an average of three per hour and at entrance ii according to a poisson distribution at an average of four per hour. what is the probability that a total of three cars will arrive at the parking lot in a given hour? (assume that the numbers of cars arriving at the two entrances are independent.)

Sagot :

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