Suppose that x 1 , x 2 , ... , X n are independently and all have
Question:
Suppose that x1, x2 , ... , Xn are independently and all have the same continuous distribution, with density f(x) and distribution function F(x). Find the distribution functions of
![M = max(x, x2, ..., Xn] and m= min{x, x2, ..., Xn}](https://dsd5zvtm8ll6.cloudfront.net/images/question_images/1700/9/1/1/9946561db7a612911700911987886.jpg)
in terms of F(x), and so find expressions for the density functions of M and m.
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To find the distribution functions of the maximum M maxX1 X2 Xn and the minimum m minX1 X2 Xn we can ...View the full answer
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