Suppose that T = (0^ - 0) / s { 0^ } ~ t ( v = 27 )We want to test Ho : 0 = 10 vs. Ha : 0 + 10.From a random sample of size n, wecalculated 0^ = 21,7 and s {e^} = 3,5.i - Give the observed value of the test statistict, and the value p.ii - Based on the p value of Part i, what is theconclusion of the test at a = 5%.%3D%3D

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Description: Suppose that T = (0^ - 0) / s { 0^ } ~ t ( v = 27 )We want to test Ho : 0 = 10 vs. Ha : 0 + 10.From a random sample of size n, wecalculated 0^ = 21,7 and s {e^} = 3,5.i - Give the observed value of the test statistict, and the value p.ii - Based on

Provided information is ; v=degree of freedom = n-1=27 n= sample size = 28 Population mean(θ) = 10…

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Suppose that T = (0^ - 0) / s { 0^ } ~ t ( v = 27 ) We want to test Ho : 0 = 10 vs. Ha : 0 + 10. From a random sample of size n, we calculated 0^ = 21,7 and s {0^} = 3,5. i - Give the observed value of the test statistic t, and the value p. ii - Based on the p value of Part i, what is the conclusion of the test at a = 5%. %3D %3D %3D

Suppose that T = (0^ - 0) / s { 0^ } ~ t ( v = 27 ) We want to test Ho : 0 = 10 vs. Ha : 0 + 10. From a random sample of size n, we calculated 0^ = 21,7 and s {0^} = 3,5. i - Give the observed value of the test statistic t, and the value p. ii - Based on the p value of Part i, what is the conclusion of the test at a = 5%. %3D %3D %3D

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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