Application: Some continuous random variables in the physical, management, and biological sciences have
approximately uniform probability distributions. For example, suppose we are counting events that have a
Poisson distribution, such as telephone calls coming into a switchboard. If it is known that exactly one such
event has occurred in a given interval, say (0,t),then the actual time of occurrence is distributed uniformly
over this interval.
Application: Some continuous random variables in the physical, management, and biological sciences haveapproximately uniform probability distributions. For example, suppose we are counting events that have aPoisson distribution, such as telephone calls coming into a switchboard. If it is known that exactly one suchevent has occurred in a given interval, say (0,t),then the actual time of occurrence is distributed uniformlyover this interval.
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