Suppose that the cumulated number of cars on a freeway follows a Poisson process. We know that there are on average 10 cars per seconds at any point of the freeway. The freeway splits in two branches, and drivers decide indepen- dently to go on the left branch or on the right branch with probability 50%. What is the probability that the total number of cars entering the left branch over 10 seconds is less than or equal to 5?

Suppose that the cumulated number of cars on a freeway follows a Poisson process. We know that there are on average 10 cars per seconds at any point of the freeway. The freeway splits in two branches, and drivers decide indepen- dently to go on the left branch or on the right branch with probability 50%. What is the probability that the total number of cars entering the left branch over 10 seconds is less than or equal to 5?

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Description: Suppose that the cumulated number of cars on a freeway follows a Poissonprocess. We know that there are on average 10 cars per seconds at any pointof the freeway. The freeway splits in two branches, and drivers decide indepen-dently to go on the lef

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter10: Sequences, Series, And Probability

Section10.8: Probability

Problem 31E

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