5. Based on the solved confidence intervals below, explain what affects the width of a confidence interval (the difference between the upper and lower limits) and how. M=20 o-10 N=30 95% CI-M+(1.96*OM) =20+(1.96*1.8257) 95% CI [16.42, 23.58] M-20 0-0.5 N=30 95% Cl=M±(1.96*ơu) =20+(1.96*0.0913) 95% CI [19.82, 20.18] M=20 o-10 N=500 95% CI-M+(1.96*OM) =20+(1.96*0.4472) 95% CI [19.12, 20.88] M=20 o-.5 N=500 95% Cl=M±(1.96*ơu) =20+(1.96*0.0224) 95% CI [19.96, 20.04]
5. Based on the solved confidence intervals below, explain what affects the width of a confidence interval (the difference between the upper and lower limits) and how. M=20 o-10 N=30 95% CI-M+(1.96*OM) =20+(1.96*1.8257) 95% CI [16.42, 23.58] M-20 0-0.5 N=30 95% Cl=M±(1.96*ơu) =20+(1.96*0.0913) 95% CI [19.82, 20.18] M=20 o-10 N=500 95% CI-M+(1.96*OM) =20+(1.96*0.4472) 95% CI [19.12, 20.88] M=20 o-.5 N=500 95% Cl=M±(1.96*ơu) =20+(1.96*0.0224) 95% CI [19.96, 20.04]
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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