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likelihood ratio to test of H, against H,

likelihood ratio to test of H, against H,

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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1. * O O 2. * 3. * Q5: Choose true or false A random sample X₁, X2,..., Xn arises from a distribution given by O 1. Lo (6) True 2. L₁(0) False H₁: f(x; 0) = If we use the likelihood ratio to test of H, against H,, then True False True Ho: f(x: 0) = = False 3. The likelihood ratio is 22n (1x₁) e-2n x2n 33n (₁x) e-31 22nx3n -X XeF 82 x² et 203 ,0 < x <∞o, zero elsewhere, Lo(@) L₁(0) = ,0<x<∞o, zero elsewhere. Σ=1 ln x – Σ=1 ln x
Transcribed Image Text:1. * O O 2. * 3. * Q5: Choose true or false A random sample X₁, X2,..., Xn arises from a distribution given by O 1. Lo (6) True 2. L₁(0) False H₁: f(x; 0) = If we use the likelihood ratio to test of H, against H,, then True False True Ho: f(x: 0) = = False 3. The likelihood ratio is 22n (1x₁) e-2n x2n 33n (₁x) e-31 22nx3n -X XeF 82 x² et 203 ,0 < x <∞o, zero elsewhere, Lo(@) L₁(0) = ,0<x<∞o, zero elsewhere. Σ=1 ln x – Σ=1 ln x
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