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Suppose we have test of hypothesis about the mean of a normal distribution with known variance 1. Ho : u = 0 and H1 :#0 We use the test statistic Z = Vn X and rejection region RR = (-00,-2) U (2, 00). %3D Find a and B (for u= 3) associated to the above test.

Suppose we have test of hypothesis about the mean of a normal distribution with known variance 1. Ho : u = 0 and H1 :#0 We use the test statistic Z = Vn X and rejection region RR = (-00,-2) U (2, 00). %3D Find a and B (for u= 3) associated to the above test.

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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which one is co r re

Pr(red region) + Pr(orange region), ß = Pr(blue region) a = Pr(blue region) + Pr(green region), B = Pr(orange region) a = Pr(red region) + Pr(orange region), B = Pr(blue region) + Pr(green region) a = Pr(red region), ß = Pr(blue region) a = Pr(blue region), B = Pr(red region) %3D
Transcribed Image Text:Pr(red region) + Pr(orange region), ß = Pr(blue region) a = Pr(blue region) + Pr(green region), B = Pr(orange region) a = Pr(red region) + Pr(orange region), B = Pr(blue region) + Pr(green region) a = Pr(red region), ß = Pr(blue region) a = Pr(blue region), B = Pr(red region) %3D
Suppose we have test of hypothesis about the mean of a normal distribution with known variance 1. Ho : u = 0 and H1 : 4#0 We use the test statistic Z = Vn X and rejection region RR = (-0o, -2) U (2, 00). Find a and 8 (for u= 3) associated to the above test. 0.4 0.2
Transcribed Image Text:Suppose we have test of hypothesis about the mean of a normal distribution with known variance 1. Ho : u = 0 and H1 : 4#0 We use the test statistic Z = Vn X and rejection region RR = (-0o, -2) U (2, 00). Find a and 8 (for u= 3) associated to the above test. 0.4 0.2
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