If your main reason for choosing a 2 x 2 design is that the interaction is of particular interest, then the best analysis would be to examine a. the main effect of A and the main effect of B. b. the main effect of A, the main effect of B, and the interaction of A and B. c. the interaction of A and B and two simple main effects. d. the interaction. e. two simple main effects.
d) the interaction
For a 2x2 design, there is only 1 interaction. The interaction between IV1 and IV2. This occurs when the effect of say IV2 (whether there is a difference between the levels of IV2) changes across the levels of IV1. We could write this in reverse, and ask if the effect of IV1 (whether there is a difference between the levels of IV1) changes across the levels of IV2. However, just because we can write these two ways, does not mean there are two interactions. We’ll see in a bit, that no matter how do the calculation to see if the difference scores–a measure of effect for one IV– change across the levels of the other IV, we always get the same answer. That is why there is only one interaction for a 2x2.
If your main reason for choosing a 2 x 2 design is that the interaction is...
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...
ider the following graphic results from a 2 x 2 factorial experiment. These results show 100 A1 50 A2 a. there is a significant main effect for factor A, no other significant effects b. there is a significant main effect for factor B, no other significant effects c. there is a significant interaction effect, no other significant effects d. there is a significant main effect for factor A, a significant interaction effect, and no other significant effects e. there is...
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...
#3 and #5 3. In a 2 X 3 Anova, if a significant interaction occurs then a. One significant main effect will also occur b. Two significant main effects will also occur c. One or two significant main effects may occur d. A particularly important finding has been found
If the A x B interaction is significant, then at least one of the two main effects also must be significant. Group of answer choices True False
Chapter 10 Questions 11. What is a factorial research design? Give two advantages of a factorial research design over doing two separate studies. 12. In a factorial design, what is a main effect? What is an interaction effect? 13. Answer the following questions with the results for a fictional study of the effects of vividness and length of examples (the grouping variables) on number of examples recalled (the measured variable). Vividness Short Long Overall Describe the pattern of results in...
Present an outcome matrix that demonstrates two main effects in a 2 x 2 design.
Complete subsequent Tukey Tests and LSD tests on all significant effects and state your conclusions. When conducting post hoc tests for the type of infection x Time interaction, I want you to examine the effects of type of brain damage at each level of time. 1-2 Years 3-5 Years 7-10 Years Postencephalitic. 71.7 62.25 50.00 Postmeningitic. 82.0 79.25 60.0 Postoperative Control 71.75 81.75 89.75 Main Effect of Infection Postencephalitic Postmeningitic Postoperative Control 61.32 73.75 81.08 Critical difference Tukey = Critical difference LSD = Conclusions...
Lesson: -Factorial designs have more than one independent variable or factors. -A two way factorial design has two independent variables, a three-way factorial design has three independent variables and so forth. -A 2x2 design has two factors and two levels of each. -A 2x3 design also has two factors but one has two levels and one has three. -A 3x3 design has two factors and each factor has 3 levels. Each example has 2 independent variables or factors. Comparison of...
Question 1 5 points Consider a 2 design in which all defining words in the defining contrast subgroup are of length 4 or higher. Is it true that each two-factor interaction is not completely aliased with a main effect in the design? Is it true that each two-factor interaction is not completely aliased with another two-factor interaction in the design? Explain your reasoning. Question 1 5 points Consider a 2 design in which all defining words in the defining contrast...