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atmospheric origin chemical origin 2.31017 2.30143 2.30986 2.29890 2.31010 2.29816 2.31001 2.30182 2.31024 2.29869 2.31010 2.29940 2.31028 2.29849 2.29889 emethods are statistically identical we first need to test to see if the experiments have equal variances To perform a Two-Sample t-test on this data to see if Use Excel to perform an F-Test for Two-Sample Variances to learn if their vanances are the same or different at a 0.05 confidence level Based on the F-Test, are the variances the same or different?

atmospheric origin chemical origin 2.31017 2.30143 2.30986 2.29890 2.31010 2.29816 2.31001 2.30182 2.31024 2.29869 2.31010 2.29940 2.31028 2.29849 2.29889 emethods are statistically identical we first need to test to see if the experiments have equal variances To perform a Two-Sample t-test on this data to see if Use Excel to perform an F-Test for Two-Sample Variances to learn if their vanances are the same or different at a 0.05 confidence level Based on the F-Test, are the variances the same or different?

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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atmospheric origin chemical origin 2.31017 2.30143 2.30986 2.29890 2.31010 2.29816 2.31001 2.30182 2.31024 2.29869 2.31010 2.29940 2.31028 2.29849 2.29889 emethods are statistically identical we first need to test to see it the experiments have equal variances To perform a Two-Sample t-test on this data to see if Use Excel to perform an F-Test for Two-Sample Variances to learn if their vanances are the same or different at a 0.05 confidence level Based on the F-Test, are the variances the same or different?
Transcribed Image Text:atmospheric origin chemical origin 2.31017 2.30143 2.30986 2.29890 2.31010 2.29816 2.31001 2.30182 2.31024 2.29869 2.31010 2.29940 2.31028 2.29849 2.29889 emethods are statistically identical we first need to test to see it the experiments have equal variances To perform a Two-Sample t-test on this data to see if Use Excel to perform an F-Test for Two-Sample Variances to learn if their vanances are the same or different at a 0.05 confidence level Based on the F-Test, are the variances the same or different?
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