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Q2) CDF. Extreme values. Let X1, X2, . . . Xn ~ Unif(0, 10) , in other words, let all X,, i E {1, 2,

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Q2) CDF. Extreme values. Let X1, X2, . . . Xn ~ Unif(0, 10) , in other words, let all X,, i E {1, 2, ...,n} be i.i.d. ~ Unif(0, 10) (independent and identically distributed). A) Find the CDF of Y2 = max(X1, X2) B) Find the CDF of Yn = max(X1, ..., Xn) C) Find the PDF of Yn D) Find E[Yn] E) Find Var(Yn)

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