I am struggling with a two way Anove SAS problem.
Question is
researcher was interested in college students' attitudes towards alcohol consumption, and was intrigued by previous research (e.g., Wobble, 2000) that indicated a lack of significant differences between students enrolled in different colleges. The researcher has hypothesized that these results are attributable to confounding effects of gender, a variable that was not controlled in previous studies. For a new investigation, the researcher drew six samples of students, a sample of male students and a sample of female students from each of three colleges: the College of Business Administration, the College of Fine Arts, and the College of Arts and Sciences. She made certain that all students in the samples were seniors and that all were enrolled full‑time in their respective programs. Each student completed the Attitude Toward Alcohol Scale (Tipsey & Stumble, 1977) which yields scores ranging from 50 to 120, with higher scores representing a greater propensity towards alcohol consumption. These are the resulting data:
Gender | College |
Business | | | Fine Arts | | | Arts and Sciences |
Female | 83 | | | 78 | | | 86 |
91 | | | 94 | | | 78 |
76 | | | 89 | | | 72 |
72 | | | 82 | | | 69 |
88 | | | 87 | | | 81 |
| | | | | | | |
Male | 91 | | | 88 | | | 96 |
97 | | | 104 | | | 87 |
83 | | | 99 | | | 83 |
79 | | | 92 | | | 79 |
95 | | | 97 | | | 91 |
| | | | | | | |