A two-factor ANOVA investigated the effects of gender (males vs. females) and participation in a varsity sport: whether a student participates in a varsity sport or not (yes vs. no) on the numbers of hours spent studying per week. The following matrix represents the outcomes of this study. Participation in a varsity sport Yes No
There is a main effect of gender and a main effect of "participation in a varsity sport", but no interaction
There are main effects of both gender and "participation in a varsity sport"; and an interaction
There is a main effect of gender, no main effect of "participation in a varsity sport", and an interaction
There is a main effect of "participation in a varsity sport", no main effect of gender, and an interaction
Participation in a varsity sport
|
Yes |
No |
|
|
Males |
9 |
12 |
|
Females |
13 |
10 |
Solution.
In two way factor ANOVA analyzing the main effect of both factor as well as interaction also.
There are main effects of both gender and "participation in a varsity sport"; and an interaction.
Option (b) correct
Thank you
A two-factor ANOVA investigated the effects of gender (males vs. females) and participation in a varsity...
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