The number of rows in which total variance in a two way ANOVA partitioned is..
Answers
five sources
Two-way ANOVA table. Each of the five sources of variation, when divided by the appropriate degrees of freedom (df), provides an estimate of the variation in the experiment. The estimates are called mean squares and are displayed along with their respective sums of squares and df in the analysis of variance table.
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Answer:
The number of rows in which total variance in a two-way ANOVA partitioned is three.
Explanation:
In a two-way ANOVA, the total variance is partitioned into three components: the variance between the levels of the first factor (called the "between-subjects" factor), the variance between the levels of the second factor (called the "within-subjects" factor), and the variance due to the interaction between the two factors. The number of rows in which the total variance is partitioned will depend on the specific design of the experiment and the number of levels for each factor.
The total variance is the sum of these three components. The goal of the two-way ANOVA is to determine whether the means of the groups defined by the levels of the two factors are significantly different from each other and whether there is an interaction between the two factors that affect the response variable.
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https://brainly.in/question/13230529
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