I need the answer as soon as possible ExerciseSuppose X1,..., Xn is a random samplefrom a distribution with pdff(x; 0) = e¯(x-0) I[0.00) (x)and let 00 be a fixed number in e = (-∞, ). Consider theone-sided test Ho : 0 <0 versus H1 :0 > 0. Show that thelikelihood ratio test which rejects Ho if X(1) > K is a UMPPg=0(X(1) 2 K).level a test where a =Dr. Asieh Abtahi - Faculty of Mathematics and Statistics-Islamic Azad University of Shiraz - iran24

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Answered: f (x; 0) = e-(a-0) I10,00) (x) and let…

A First Course in Probability (10th Edition)

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Chapter1: Combinatorial Analysis

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Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

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f (x; 0) = e-(a-0) I10,00) (x) and let 00 be a fixed number in O = (-∞, ∞). Consider the one-sided test Ho : 0 <0 versus H1 : 0 > 0. Show that the likelihood ratio test which rejects Ho if X(1) > K is a UMP Pg=0(X(1) 2 K). level a test where a =