Which of the following best describes the conditions that would result in a one-factor ANOVA yielding a large p value? The variance of group means is larger than expected from the sum of the within group variances. The variance of group means is smaller than the overall variance. The variance of group means is smaller than the sum of the within group variances. The total variance is larger than the variance of the sum of the within group variances. The sum of squares total is the sum of the sum of squares within and the sum of squares among. O O O O
Which of the following best describes the conditions that would result in a one-factor ANOVA yielding a large p value? The variance of group means is larger than expected from the sum of the within group variances. The variance of group means is smaller than the overall variance. The variance of group means is smaller than the sum of the within group variances. The total variance is larger than the variance of the sum of the within group variances. The sum of squares total is the sum of the sum of squares within and the sum of squares among. O O O O
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:Which of the following best describes the conditions that would result in a one-factor ANOVA yielding a large p value?
The variance of group means is larger than expected from the sum of the within group variances.
The variance of group means is smaller than the overall variance.
000 00
The variance of group means is smaller than the sum of the within group variances.
The total variance is larger than the variance of the sum of the within group variances.
The sum of squares total is the sum of the sum of squares within and the sum of squares among.
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