Traffic lights placed at highway on-ramps which alternate between stop (red light) and go (green light) at fixed time intervals; e.g., every 10 seconds, A. convert the arriving traffic from following a normal distribution to following an exponential distribution. B. convert the arriving traffic from following an exponential distribution to following a normal distribution. C. convert the arriving traffic from following a uniform distribution to following a Poisson distribution. D. convert the arriving traffic from following a Poisson distribution to following a uniform distribution
Traffic lights placed at highway on-ramps which alternate between stop (red light) and go (green light) at fixed time intervals; e.g., every 10 seconds, A. convert the arriving traffic from following a normal distribution to following an exponential distribution. B. convert the arriving traffic from following an exponential distribution to following a normal distribution. C. convert the arriving traffic from following a uniform distribution to following a Poisson distribution. D. convert the arriving traffic from following a Poisson distribution to following a uniform distribution
Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter12: Queueing Models
Section12.5: Analytic Steady-state Queueing Models
Problem 18P
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Traffic lights placed at highway on-ramps which alternate between stop (red light) and go
(green light) at fixed time intervals; e.g., every 10 seconds,
A. convert the arriving traffic from following a
distribution.
B. convert the arriving traffic from following an exponential distribution to following a normal
distribution.
C. convert the arriving traffic from following a uniform distribution to following a Poisson
distribution.
D. convert the arriving traffic from following a Poisson distribution to following a uniform
distribution
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