Procedure.(Menu selections are not shown, but they should be evident.) This is the proce-
dure we will use in Chapters 13 and 14 and it produces the same answers as the one-way
procedure. It also produces some output that will not be familiar to you, which is explained
below.
Notice in the summary table that the first line is labeled “Corrected Model.” If there
were two or more independent variables (e.g., Group and Sex), then this line would repre-
sent the combined effects of those variables. Because there is only one independent vari-
able, the Model and the Group effects will be exactly the same.
The line labeled “Intercept” refers to a test on the null hypothesis that the grand mean
is equal to 0 in the population. We very rarely care about this test, although in this case it is
a test of a meaningful question about whether the girls in this study, averaged across
groups, gained weight.
The lines labeled “Group,” “Error,” and “Corrected total” are the same the results we
saw in Exhibit 11.1.
Notice that the entry of partial eta squared for the Group effect is the same as the
“R-squared” given at the bottom of the table. This tells us that 14% of the variation in
weight gain could be attributable to differences between treatments.
SPSS then calculates observed power, treating the obtained means as parameters,
and the obtained MSerroras an accurate estimate of the population variance. Because
there are unequal sample sizes in this example, you will have difficulty reproducing
these values exactly.
Section 11.13 Computer Analyses 355
Mean
−.450000
3.006897
7.264706
2.763889
Treatment Group
Control
CogBehav
Family
Total
Std.
Deviation
7.988705
7.308504
7.157421
7.983598
N
26
29
17
72
Descriptive Statistics
Dependent Variable: WTGAIN
Type III
Sum of
Squares
614.644b
732.075
614.644
3910.742
5075.400
4525.386
Source
Corrected Model
Intercept
GROUP
Error
Total
Corrected
Total
df
2
1
2
69
72
71
Mean
Square
307.322
732.075
307.322
56.677
F
5.422
12.917
5.422
Sig.
.006
.001
.006
Eta
Squared
.136
.158
.136
Noncent.
Parameter
10.845
12.917
10.845
Observed
Powera
.830
.943
.830
Tests of Between-Subjects Effects
Dependent Variable: WTGAIN
b R Squared = .136 (Adjusted R Squared = .111)
a Computed using alpha =.05
Exhibit 11.3 SPSS general linear model analysis of Everitt’s data on treatment of anorexia