A study was performed to test the effect of attractiveness on perceived happiness. Three groups of p
Question: A study was performed to test the effect of attractiveness on perceived happiness. Three groups of participants were presented with photos of a very attractive person, a moderately attractive person, or an unattractive person. The participants then used a standardized scale to rate how happy they judged the person in the photo to be. The data are as follows:
Very Attractive |
Moderately Attractive | Unattractive |
6 | 5 | 4 |
8 | 6 | 3 |
8 | 8 | 3 |
10 | 9 | 6 |
7 | 7 | 2 |
The problem is to determine whether there is a significant overall result and, if there is, to determine which groups differ significantly. We won’t go through all the computations resulting in F (treat this example as another review exercise)’ the summary table is as follows:
ANOVA Summary table
Source | SS |
df |
MS | F |
Between Groups | 49.73 | 2 | 24.87 | F=10.67, |
Within Groups | 28.00 | 12 | 2.33 | df=2,12 or |
Total | 77.73 | 14 | F(2,12)=10.67 p<.01 |
Using the values from the summary table and from your computations on the raw scores, perform the LSD test.
Deliverables: Word Document
