11. Suppose X1, X2, ... , Xn are i.i.d. from a distribution with pdf: f(x) = e°x-0–1 for x > e f (x) = 0 i. What is the maximum likelihood estimator of 0? [You do not have to check the second derivative otherwise to verify that it is a maximum.] ii. What is the maximum likelihood estimator of e®?

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A: As T→π4=-568, 568,334 68=8.2534=5.83 Thus, T→π4=-58.25, 58.25,35.83

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