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Question [12 pts]Let X1;Xz;- Xn be random sample from gamma population with parameters where 1S5 known with pdfand 8=f(i;a,8) = 1" - e-r/a, BoT(a) for I > 0, a > 0, 8 > 0. Find maximum likelihood estimators (MLEs ) for(ii) t = (28 _ 1)2.Show that MLE 3 is efficient estimator of 8. Find the asymptotic distribution of Vn(f where is definedpartabove
Question [12 pts] Let X1;Xz;- Xn be random sample from gamma population with parameters where 1S5 known with pdf and 8= f(i;a,8) = 1" - e-r/a, BoT(a) for I > 0, a > 0, 8 > 0. Find maximum likelihood estimators (MLEs ) for (ii) t = (28 _ 1)2. Show that MLE 3 is efficient estimator of 8. Find the asymptotic distribution of Vn(f where is defined part above


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Identify the probability density function. Then find the mean, variance, and standard deviation without integrating. $$ f(x)=\frac{1}{8} e^{-x / 8},[0, \infty) $$
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Part AIl is found that 122 mL of canola oil weighs 112 g: What is the density in grams per millliter of canola oil? express your answer to three signiticant figures AEdg/mLSubmitRequeat Anawor
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Thc graph = of the derivative f' (x) ofa continuous function f is shown: On what intervels isf decreasing?6u(7,9) b. (8.9) (2.6) (1.) None of thesc
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0.108; 5.0 QR, 20 Q0.50 (240 @040.209R, 78 083 hiaosa h
0.10 8; 5.0 Q R, 20 Q 0.50 (2 40 @ 04 0.209 R, 78 0 83 hiaosa h...