In the following situation we want to compare the mean responses
in several populations.
Are you a morning person, an evening person, or neither? Does this
personality trait affect how well you perform? A sample of 93
students took a psychological test that found 11 morning people, 28
evening people, and 54 who were neither. All the students then took
a test of their ability to memorize at 8 a.m. and again at 9 p.m.
You analyze the score at 8 a.m. minus the score at 9 p.m.
Identify the population. (choose 1)
students, faculty, staff
students that take the test
morning people and evening people morning people, evening people
people who are neither
Identify the response variable. (choose 1)
difference in memorization score
time of day
morning memorization score
evening memorization score
Give k, the ni, and
N.
k | = |
n1 | = |
n2 | = |
n3 | = |
N | = |
Give the degrees of freedom of the ANOVA F test.
numerator | df | = |
denominator | df | = |
The population:
students, faculty, staff
The response variable:
difference in memorization score
----------------
Since we divide the people in three different groups so k=3
Morning people group have 11 people so n1=11
Evening people group have 28 people so n2=28
Neither group have 54 people so n3=54
Total number of people is 93 so N=93
-------------------------
numerator df=k-1=3-1=2
denominator df=N-k=93-3=90
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