A die is flipped 100 times with P(H) level of significance a = = p. suppose the head appear 60 times in the experiment. At 0.01 .By using the LRT to test the hypothesis 1 against H,: not equal , 1-2log A < C or - 2log A > c2 Ho: P = 1 the decision will be reject the hypothesis as follows p(z) = otherwise then your decision is Select one: а. -2log A > c, then, don't reject H, at a =0.01 b. -2log A > c, then, reject H, at a =0.01 C. -2log A

A die is flipped 100 times with P(H) level of significance a = = p. suppose the head appear 60 times in the experiment. At 0.01 .By using the LRT to test the hypothesis 1 against H,: not equal , 1-2log A < C or - 2log A > c2 Ho: P = 1 the decision will be reject the hypothesis as follows p(z) = otherwise then your decision is Select one: а. -2log A > c, then, don't reject H, at a =0.01 b. -2log A > c, then, reject H, at a =0.01 C. -2log A

Name: = p. suppose the head appear 60 times in the experiment. AtA die is f
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Description: = p. suppose the head appear 60 times in the experiment. AtA die is flipped 100 times with P(H)level of significance a =0.01 .By using the LRT to test the hypothesis1against H,: not equal ,1-2log A c2Ho: P =1the decision will be re

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter10: Sequences, Series, And Probability

Section10.8: Probability

Problem 31E

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