QUESTION 44
In a two way ANOVA, how many effects (main effects and interaction) are tested?
a. |
4 |
|
b. |
1 |
|
c. |
3 |
|
d. |
2 |
2 points
QUESTION 45
Main effects are defined as the effect of ______.
a. |
one independent variable on the dependent variable that changes at the different levels of another independent variable |
|
b. |
the dependent variable on the independent variable within a factorial research design |
|
c. |
an independent variable on the dependent variable within a factorial research design |
|
d. |
one independent variable at one of the levels of another independent variable |
2 points
QUESTION 46
Marginal means are the means ______.
a. |
in a table that represent a main effect |
|
b. |
of the independent variables |
|
c. |
in a table that represent a simple effect |
|
d. |
of the dependent variable for a particular combination of independent variables |
44. The correct answer is Option C. A total of three effects are
tested in a two way anova.
45. The correct answer is Option C. It is the independent variable
on the dependent variable within a factorial research design.
46. The correct answer is Option A. The marginal means represents
the main effect.
QUESTION 44 In a two way ANOVA, how many effects (main effects and interaction) are tested?...
Part A:For a three-way factorial ANOVA, how many interactions will be included in the ANOVA table? A. 6 B. 5 C. 7 D. 4 E. 3 Part B: In ANOVA, the interaction of two variables is certainly present when A. the difference between means across levels of one variable varies across levels of the other variable. B. the two variables are negatively correlated. C. the two variables are positively correlated. D. the main effects do not account for all of...
1. How many F ratios must be computed for an analysis of variance of a 2x4 factorial design? 2. Imagine that you are conducting a one-way ANOVA with three groups, N=100 in each. Under which of these conditions would you have the least statistical power? A. True R2 = .05 B. True R2 = .10 C. True R2 = .01 3. The Solomon 4-Group Design is especially useful for identifying ____________________. A. pre-test effects B. effects of experimenter bias C....
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In a two-factor ANOVA, a significant interaction means that at least one of the main effects is also significant. True or False?
QUESTION 42 Make up an example of a study that uses a 2 x 2 factorial design, and fill in a table of cell means that would show no main effects and no interaction effect. (Do not use an example from your textbook class lectures, or your classmates.) Explain the pattern of the cell means you created within the context of your example. T T T Arial Path: p Click Save and Submit to save and submit. Click Save All...
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