A distribution sometimes used to model the largest item in a sample is the extreme value
Chapter 4, Problem 21(choose chapter or problem)
A distribution sometimes used to model the largest item in a sample is the extreme value distribution. This distribution has cumulative distribution function
\(F(x)=e-e-x\)
Let X be a random variable with this distribution.
a. Find \(P(X \leq 0)\).
b. Find \(P(X>\ln 2)\).
c. Find the median of X.
Equation Transcription:
Text Transcription:
F(x)=e-e-x
P(X \leq 0)
P(X>\ln 2)
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