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Three classes in elementary statistics are taught by three different persons: a regular faculty member, a graduate teaching assistant, and an adjunct from outside the university. At the end of the semester, each student is given a standardized test. Five students are randomly picked from each of these classes, and their scores are as shown in Table.
Table
Faculty
Teaching assistant
Adjunct
93
88
86
61
90
56
87
76
73
75
82
92
58
47
(a) Construct an analysis-of-variance table and interpret your results.
(b) Test at the 0.05 level whether there is a difference between the mean scores for the three persons teaching. Assume that the conditions of completely randomized design are met.
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