Exam 14: Factorial Analysis of Variance

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In a two-way ANOVA, if dfbet(A) = 2, dfbet(B) = 3, and dfwi = 72, how many treatment groups were involved in the study and how many subjects participated?

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There were 12 groups in the study and 84 participants.

Using symbolic notation, write the null hypotheses for a study that is examining the effects of three different kinds of incentives (Factor A) for males and females (Factor B) on purchasing decisions.

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H₀: μA1 = μA2 = μA3
H₀: μB1 = μB2
H₀: Factors A and B do not have a significant interaction

Main effects refer to

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B

In a factorial ANOVA, interaction effects refer to

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_______________ refers to the variability within each group due to individual differences and experimental error.

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How many mean square values are required for a 2 x 2 ANOVA?

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A factorial analysis was conducted with 80 participants distributed equally across the four levels of Factor A and five levels of Factor B. Determine dfbet(A), dfbet(B), dfbet(AB), and dfwi.

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How can line graphs be used to identify main effects and interaction effects in a two-way ANOVA?

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In the line graph of a two-way ANOVA, if the lines for Factors A and B cross like an X,

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In a factorial ANOVA with dfbet(A) = 5 and dfbet(B) = 4, k = _______.

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______________ refers to the variability between the different groups due to Factor A, Factor B, and the interaction between Factors A and B.

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A supplement to the eta squared effect size is

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A cell in a factorial ANOVA

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A 4 x 3 ANOVA has five participants in each cell. What is Ntot?

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In a two-factor ANOVA, ____________ is broken down into SSA, SSB, and SSAB.

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A 4 x 4 ANOVA has __________ independent variables, each presented at ___________ levels.

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What is dfwi for a 4 x 2 ANOVA with 5 participants in each group?

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In factorial analysis of variance, main effects

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The annual Roundup B-B-Q Festival is underway. It is a huge event with thousands of attendees and various kinds of cook-offs. Attendees were randomly sampled to taste and rate the flavor of four variations of potato salad. Factor A, temperature, was varied at two levels (hot or cold). Factor B, bacon, was also varied at two levels (the potato salad either did or did not contain bacon). Summary values for the study are below. Draw a line graph representing the study with Factor A long the horizontal axis and write a statement of conclusion. The annual Roundup B-B-Q Festival is underway. It is a huge event with thousands of attendees and various kinds of cook-offs. Attendees were randomly sampled to taste and rate the flavor of four variations of potato salad. Factor A, temperature, was varied at two levels (hot or cold). Factor B, bacon, was also varied at two levels (the potato salad either did or did not contain bacon). Summary values for the study are below. Draw a line graph representing the study with Factor A long the horizontal axis and write a statement of conclusion.

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Factorial ANOVA allows us to

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