Name: ________________________________
Access ID: ________________________________
Two-Way (Factorial) ANOVA
SPSS HW Assignment #5
Both the quality of the conversation and the misattribution of arousal on the date influence romantic attraction. Researchers examined the individual and combined effects of both of these factors. Participants went on a date that consisted of either a walk on a paved path in the woods (“standard” date) or Zip-lining and walking across a very high rope bridge (“adventure” date). At dinner following the activity, the conversation quality was either “average” (pleasant but superficial) or more exceptional in which they felt they were “connecting” with their date on many topics. They then rated their romantic attraction to their date on a scale from 1 (none at all) to 10 (very attracted).
Average Connecting
6 9
4 10
Adventure 5 9
6 8
9 10
9 9
6 7
7 9
7 8
9 8
3 9
4 7
Standard 3 8
7 8
7 7
3 10
6 8
3 7
2 9
2 7
Two-way (Factorial) ANOVA – Questions
What are the independent variables (IV’s) and levels of each IV
_________________________ level 1 = __________________ level 2 = _________________
and ______________________ level 1 = __________________ level 2 = _________________
Results (Write the F-test result in the correct format and say whether it’s significant.)
Date Main Effect: Sig.? (Yes/No) (circle one)
Conversation Quality Main Effect: Sig.? (Yes/No)
Interaction (Date × Conversation Quality): Sig.? (Yes/No)
Fill in the following information from the Descriptives Table to help you make sense of output
M
SD
Adventure (date) across all conditions
Standard (date) across all conditions
Average (conversation) across all conditions
Connecting (conversation) across all conditions
Adventure (date) and Average (conversation)
Adventure (date) and Connecting (conversation)
Standard (date) and Average (conversation)
Standard (date) and Connecting (conversation)
FILL IN THE AXES and Graph the interaction:
DV = ____________
IV #2 = Conversation Quality
= ______________
= ______________
__________ _____________
IV #1 = Date
Based on your graph and on the information in the SPSS output, is there an interaction? (Yes/No)
In this context, a significant interaction means what?
Include your SPSS output with your homework assignment
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