

| Variable | Description |
| Weight | The weight of the woman sitting next to the job applicant 1 = obese, 2 = average weight |
| Relate | Type of relationship between the job application and the woman seated next to him 1 = girlfriend, 2 = acquaintance (waiting for another experiment) |
| Qualified | Larger numbers represent higher professional qualification ratings |
References
Hebl, M. R., & Mannix, L. M. (2003). The weight of obesity in evaluating others: A mere proximity effect. Personality and Social Psychology Bulletin, 29, 28-38.
Neuberg, S. L., Smith, D. M., Hoffman, J. C., & Russell, F. J. (1994). When we observe stigmatized and “normal” individuals interacting: Stigma by association. Personality and Social Psychology Bulletin, 20, 196-209.
Roehling, M. (1999). Weight-based discrimination in employment: Psychological and legal aspects. Personnel Psychology, 52, 969-1016.
Links
Article about this research
Obesity discrimination in employment
Exercises
1. What is/are the independent variable(s) in this study? What is/are the dependent variable(s)?
2. What is the mean rating of job qualification? What is the standard deviation? Does “qualified” appear to be normally distributed?
3. If a participant from this sample were picked at random, what is the probability that he/she would have rated the qualification of the applicant as 7 or higher?
4. Pretend the distribution of “qualified” is normally distributed (with same mean and standard deviation you computed in #2). Now what is the probability of selecting a participant who gave a rating of 7 or higher?
5. Describe the design of this study. What type of ANOVA would you use? How many factors are there, and how many levels does each factor have?
6. Make an interaction plot of the data. Based on this graph, do you think there are main effects? Do you think there is an interaction?
7. Conduct a 2-way ANOVA.
a. What is the best estimate of the population variance?
b. Look at the main effect of “weight”.
i What are the marginal means?
ii What is the sum of squares for “weight”?
iii Is the main effect of “weight” significant?
c. Look at the main effect of “relate”.
i What are the marginal means?
ii What is the sum of squares for “relate”?
iii Is the main effect of “relate” significant?
d. Look at the interaction between “weight” and “relate”.
i How many degrees of freedom does the interaction have?
ii Is the interaction between “weight” and “relate” significant?
e. What do these results mean?