Factorial Design Worksheet 1. Consider the data below from a factorial-design experiment. The DV was “# of participants who offered to help a stranger in distress.” Gender of Stranger Number of bystanders 0 10 Male 30 10 Female 90 50 a. What is the design of this study? (e.g., 2x2, 3x2, 2x3x2, etc.) b. List the independent variables in the study and then list the levels of each IV. c. Sketch a graph of the results of the study and fill in names and levels of each IV. % of Participants Who Helped Stranger in Distress 100 90 80 70 60 50 Male Stranger 40 Female Stranger 30 20 10 0 0 10 Number of Bystanders d. Main effects On average (collapsing across gender of the stranger) how does number of bystanders affect helping behavior? On average (collapsing across number of bystanders) how does the gender of the stranger affect helping behavior? 2. Consider the data below from a factorial-design experiment. The DV was # of hallucinations. Type of Drug Dose of drug Low Medium High LSD 4 6 13 Marijuana 1 2 3 a. What is the design of this study? (e.g., 2x2, 3x2, 2x3x2, etc.) b. List the independent variables in the study and then list the levels of each IV. c. Sketch a graph of the results of the study and fill in names and levels of each IV. 15 14 13 Number of Hallucinations 12 11 10 9 8 LSD 7 Marijuana 6 5 4 3 2 1 0 Low Medium High d. Main effects On average (collapsing across type of drug) how does drug dose affect number of hallucinations? On average (collapsing across drug dose) how does type of drug affect number of hallucinations? Do the graphed data suggest the presence of an interaction effect, if so describe it. 3. Design your own 2x2 study on a topic of interest to your group. a. What is your first IV and the levels? b. What is your second IV and the levels? c. What is your DV? d. Draw a graph of your expected results. e. Do you have a main effect of your first IV? f. Do you have a main effect of your second IV? g. Do you have an interaction?