5.3. Let X be an exponentially distributed random variable with parameter A. Determine the mean of X
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5.3. Let X be an exponentially distributed random variable with parameter A. Determine the mean of X
(a) by integrating by parts in the definition in equation (2.7) with m =1
(b) by integrating the upper tail probabilities in accordance with equation
(5.3).
Which method do you find easier?
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Related Book For
An Introduction To Stochastic Modeling
ISBN: 9780126848878
3rd Edition
Authors: Samuel Karlin, Howard M. Taylor
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