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Problem 3. (30 pts) Let W, i = 1,...,n be iid Exp(6.), Vi, i = 1,...,m be iid Exp(02), and two samples are independent, fw(w)

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be ica Solution : 3 Let or (= lr dr. ...h he voi = 1,2..., m de Exp (Og) and two samples are independent, fw, (w) = t Fri) =og as 2. The log likelihood function for an aud loglos)= nlogo in logo Ilog L@,402) m vi ez wiwi nt t 5 261 6,2 ил Svi mt andFor MLE of Oz we led 2 logb(0, 0) 209 мо mt a Evi S? =0 ņ ил Vi car М. 22 2 m Cantov Hereen the MLE of o andozas, @, = ū to aovariance Let 7 (0,0z) = (9-) ? property of MLE wre qed the The MLE of 766.) as 2 TCG, 10) = (-5)? d We know theid) W; v Explni=1,2,.., u If Vin Exp (02) Then E(V.) = 9 E (1,2)= 26² Имо t Lot Tai Then E(T) = 2 ZmF M t Elv; 2) an amaz an = ² = Let 7(6Hence the comvue of la paraula 7 (96) = ((-2)} & 2 7Q, CG1) where (Ti + 3-211) Ti - Inco T m au ir I Sviz an in Swi to = te a

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