For the balanced two-way r c layout with n observations {yijk} in each cell, denote the
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For the balanced two-way r × c layout with n observations {yijk} in each cell, denote the sample means by {ȳij.
} in the cells, ȳi.. in level i of A, ȳ.j. in level j of B, and ȳ overall for all N = nrc observations. Consider the model that assumes a lack of interaction.
a. Construct the ANOVA table, including SS and df values, showing how to construct F statistics for testing the main effects.
b. Show that the expected value of the numerator mean square for the test of the A factor effect is ????2 +
( cn r−1
) ∑r i=1(????i.. − ̄????)
2.
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Related Book For
Foundations Of Linear And Generalized Linear Models
ISBN: 9781118730034
1st Edition
Authors: Alan Agresti
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