In a two-way ANOVA, it is possible to have significant main effects without a significant interaction.
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Q72: Two-way ANOVA is like two one-way ANOVA
Q73: A "mean square" is the same thing
Q74: A 2 * 4 factorial experiment has
Q75: MSrows is sensitive to the effects of
Q76: The homogeneity of variance assumption assumes the
Q78: In a two-way ANOVA, there are three
Q79: ΣStotal = ΣSrows + ΣScolumns + ΣSinteraction
Q80: MScolumns is a measure of only s
Q81: Define row variance estimate ( MSrows ).
Q82: Define column sum of squares ( SScolumns
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