For nonnegative X~F with mean $\displaystyle 0<\frac{1}{\mu}<\inf$
Find P(X>t+y|X>t)
I know how to do this with the exponential distribution (memoryless property), but I don't believe any information about the random variable distribution.
For nonnegative X~F with mean $\displaystyle 0<\frac{1}{\mu}<\inf$
Find P(X>t+y|X>t)
I know how to do this with the exponential distribution (memoryless property), but I don't believe any information about the random variable distribution.
What is the pdf of X? Is F meant to represent this distribution: F-distribution - Wikipedia, the free encyclopedia