A. The spreadsheet below shows the results of two different analytical methods used to determined calcium (Ca) in a standard sample. Method A is the accepted method, and Method B is a newly developed procedure. Method Method A B 20.4 21.0 25.4 23.6 25.1 22.2 22.5 17.8 24.9 24.2 26.2 21.6 (a) find the means of the two methods, the standard deviations and the standard deviations of the means (b) Give the 95% confidence interval for the means of the two methods (c) Do the variances differ at the 95% confidence interval (d) Do the t-test and test the null hypothesis that the two means are equal at the 95% confidence interval
A. The spreadsheet below shows the results of two different analytical methods used to determined calcium (Ca) in a standard sample. Method A is the accepted method, and Method B is a newly developed procedure. Method Method A B 20.4 21.0 25.4 23.6 25.1 22.2 22.5 17.8 24.9 24.2 26.2 21.6 (a) find the means of the two methods, the standard deviations and the standard deviations of the means (b) Give the 95% confidence interval for the means of the two methods (c) Do the variances differ at the 95% confidence interval (d) Do the t-test and test the null hypothesis that the two means are equal at the 95% confidence interval
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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Transcribed Image Text:A. The spreadsheet below shows the results of two different analytical methods used to determined calcium
(Ca) in a standard sample. Method A is the accepted method, and Method B is a newly developed procedure.
Method Method
B
20.4
21.0
25.4
23.6
25.1
22.2
22.5
17.8
24.9
24.2
26.2
21.6
(a) find the means of the two methods, the standard deviations and the standard deviations of the means
(b) Give the 95% confidence interval for the means of the two methods
(c) Do the variances differ at the 95% confidence interval
(d) Do the t-test and test the null hypothesis that the two means are equal at the 95% confidence interval
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Do the t-test and test the null hypothesis that the two means are equal at the 95% confidence interval?
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