Example 18-9. For the distribution Bexp {- B (x-p} dx, x 2 Y 0, x

Example 18-9. For the distribution<br>Bexp {- B (x-p} dx, x 2 Y<br>0, x< Y<br>dF =<br>show that for a hypothesis H, that ß = B9, 7 = Yo and an alternative Hị that<br>B = B1, y= Y1, the best critical region is given by<br>1<br>{nBi - TBo - log k + log i<br>B1- Bo<br>provided that the admissible hypothesis is restricted by the condition Yi S Yo,<br>B1 2 Bo<br>

Extracted text: Example 18-9. For the distribution Bexp {- B (x-p} dx, x 2 Y 0, x< y="" df="show" that="" for="" a="" hypothesis="" h,="" that="" ß="B9," 7="Yo" and="" an="" alternative="" hị="" that="" b="B1," y="Y1," the="" best="" critical="" region="" is="" given="" by="" 1="" {nbi="" -="" tbo="" -="" log="" k="" +="" log="" i="" b1-="" bo="" provided="" that="" the="" admissible="" hypothesis="" is="" restricted="" by="" the="" condition="" yi="" s="" yo,="" b1="" 2="">

Jun 04, 2022

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Example 18-9. For the distribution Bexp {- B (x-p} dx, x 2 Y 0, x

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