Exam 14: Factorial Analysis of Variance

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The alternative hypothesis for Factor A of a two-way ANOVA is that

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The null hypothesis for Factor A of a two-way ANOVA is that

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Define the following terms: • factor • main effect • interaction effects

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When interpreting a significant main effect in a factorial ANOVA

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In a factorial ANOVA with dfbet(A) = 2, dfbet(B) = 4, dfwi = 30, k = _______ and Ntot = ________.

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In a factorial ANOVA, the effects created by the different levels of an independent variable are referred to as

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In the line graph of a two-way ANOVA, lines that have data points that are equidistant apart suggest

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How many total participants would be involved in a 3 x 3 ANOVA if each group is made up of four participants?

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In a two-way ANOVA, SSbet is made up of

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How many independent variables are involved in a 4 x 3 x 2 study?

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In research, a factor is

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Which is the correct notation for a factorial ANOVA with two independent variables, each presented at three levels?

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