Let X,, X2, X3 denote three independent random variables from a distribution with probability density function: f(x) = (+ 1) x° for 0

Let X,, X2, X3 denote three independent random variables from a distribution with probability density function:<br>f(x) = (+ 1) x° for 0<x<1 and is 0 otherwise. The form of the best critical region for testing the null hypothesis<br>Ho: 0 = 1 against the alternative H,: 0 = 2.<br>O a. 3<br>II X, 2c<br>i=1<br>O b. max(X, X2, X3) 2c<br>O c. 3<br>EX20<br>i=1<br>O d. min(X,, X2 ,X3) 2 c<br>

Extracted text: Let X,, X2, X3 denote three independent random variables from a distribution with probability density function: f(x) = (+ 1) x° for 0<><1 and="" is="" 0="" otherwise.="" the="" form="" of="" the="" best="" critical="" region="" for="" testing="" the="" null="" hypothesis="" ho:="" 0="1" against="" the="" alternative="" h,:="" 0="2." o="" a.="" 3="" ii="" x,="" 2c="" i="1" o="" b.="" max(x,="" x2,="" x3)="" 2c="" o="" c.="" 3="" ex20="" i="1" o="" d.="" min(x,,="" x2="" ,x3)="" 2="">

Jun 11, 2022

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Let X,, X2, X3 denote three independent random variables from a distribution with probability density function: f(x) = (+ 1) x° for 0

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