The difference between recall with high levels of processing and recall with low levels of
processing is about two standard deviations, which is a considerable difference. Thinking
about the material you are studying certainly helps you to recall it.
Now suppose that you wanted to look at the effects of Age. Because we can guess that
people vary in the levels of processing that they normally bring to a memory task, then we
should add the main effect of Condition and its interaction with Age to the error term in
calculating the effect size. Thus
Because we only have two ages, the contrast ( ) is just the difference between the two
means, which is (13.16 2 10.06) 5 3.10.
In this case younger subjects differ from older participants by nearly two-thirds of a stan-
dard deviation.
Simple Effects
The effect sizes for simple effects are calculated in ways directly derived from the way we
calculate main effects. The error term in these calculations is the same error term as that
used for the corresponding main effect. Thus for the simple effect of Age for highest level
of processing (Imagery) is
Similarly, for the contrast of low levels of processing versus high levels among young par-
ticipants we would have
and the effect size is
which means that for younger participants there is nearly a 2^2 ⁄ 3 standard deviation differ-
ence in recall between the high and low levels of processing.
13.10 Reporting the Results
We have carried out a number of calculations to make various points, and I would certainly
not report all of them when writing up the results. What follows is the basic information
that I think needs to be presented.
In an investigation of the effects of different levels of information processing on the
retention of verbal material, participants were instructed to process verbal material in
dN=
cN
sN
=
9.15
3.48
=2.63
c=a 2
1
2
b(6.5) 1 a 2
1
2
b(7.6) 1 a
1
2
b(14.8) 1 a
1
2
b(17.6) 1 (0)(19.3)=9.15
dN=
°N
sN
=
(17.6 2 13.4)
4.98
=
4.20
4.98
=0.84
dN=
°N
sN
=
3.10
4.98
=0.62
°
=
B
2427.54
98
= 1 24.77=4.98
serror=
B
SSerror 1 SSCondition 1 SSA 3 C
dferror 1 dfCondition 1 dfA 3 C
=
B
722.30 1 1514.94 1 190.30
901414
Section 13.10 Reporting the Results 443