Probability distribution function
Let Y1, Y2,.....Yn be independent, uniformly distributed random variables on the interval [0, beta]. Find the
a.) probability distribution function of Y(n)=max(Y1,Y2,....Yn)
b.) density function of Y(n)
c.) mean and variance of Y(n)
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Let Y1, Y2,.....Yn be independent, uniformly distributed random variables on the interval [0, beta]. Find the probability distribution function of Y(n)=max(Y1,Y2,....Yn)
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