Hi,

Let X,Y,Z be independent, identically distributed random variables,each with density$f(x)=6x^5$ for $0 \leq x\leq 1$ and

Answer:-I know by integrating density function, distribution function can be obtained.But I am not understanding how to find maximum of

Let X,Y,Z be independent, identically distributed random variables,each with density$f(x)=6x^5$ for $0 \leq x\leq 1$ and

**0**elsewhere.I want to find the distribution and density functions of the maximum of**X**,**Y**and**Z**.Answer:-I know by integrating density function, distribution function can be obtained.But I am not understanding how to find maximum of

**X**,**Y**and**Z**. Will any member guide me in this regard?
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