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Cars pass a certain street location according to a Poisson process with rate 2. A woman who wants to cross the street at that location waits until she can see that no cars will come by in the next T time units. а) b) Find the probability that her waiting time is 0. Find the expected waiting time is 0. A) -(1+ 2T)] e. (1+7)] В) -T [eT - (1– AT)] [e -(1– 27)] C) et, AT D)

Cars pass a certain street location according to a Poisson process with rate 2. A woman who wants to cross the street at that location waits until she can see that no cars will come by in the next T time units. а) b) Find the probability that her waiting time is 0. Find the expected waiting time is 0. A) -(1+ 2T)] e. (1+7)] В) -T [eT - (1– AT)] [e -(1– 27)] C) et, AT D)

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Cars pass a certain street location according to a Poisson process with rate 2. A woman who wants to cross the street at that location waits until she can see that no cars will come by in the next T time units. а) b) Find the probability that her waiting time is 0. Find the expected waiting time is 0. e. -(1+ a7)] A) В) -(1+7)] et, [e" - (1– AT)] C) [eT -(1– 27)] D)
Transcribed Image Text:Cars pass a certain street location according to a Poisson process with rate 2. A woman who wants to cross the street at that location waits until she can see that no cars will come by in the next T time units. а) b) Find the probability that her waiting time is 0. Find the expected waiting time is 0. e. -(1+ a7)] A) В) -(1+7)] et, [e" - (1– AT)] C) [eT -(1– 27)] D)
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