The first hypothesis to be examined was whether
the expected order of task difficulties could be veri-
fied empirically. Data from data collection 1 is pre-
sented in table 1. As can be seen, tasks of type 3
were more difficult than tasks of type 2, which, in
turn, were more difficult than type 1 tasks. The table
shows the percentage of the maximum score for the
different tasks types.
Table 1: Percentage of maximum score for search task
outcome and procedure at data collection 1.
task type outcome procedure
1 77% 55%
2 50% 46%
3 32% 36%
For the following analyses, the outcome and proce-
dure scores of each data collection were summed up
separately, so that 2 scores for each data collection
resulted. These scores were scaled, in order to re-
strict their range from 0 to 1 and are presented in
table 2. Before using these scores for evaluating the
course, we determined whether there were differ-
ences between the two groups of participants before
the course started. Our analysis revealed that there
were no differences between the groups, neither on
the outcome scores (t[65] = 1.34, n.s.), nor on the
procedure scores (t[65] = 1.23, n.s.). Furthermore,
the two groups did not differ in their performance on
the knowledge test (t[65] = 0.78, n.s.). Scores on the
information literacy knowledge test were also scaled
to restrict their range from 0 to 1, and can be found
in table 3.
To examine the second hypothesis, correlations
between the scores on the knowledge test and the
two search task variables were computed using data
from data collection 1. It was decided to analyze
data from data collection 1 only, as the performance
at the following data collections reflects to a great
extent how much the participants have benefited
from the course, so the results might be distorted.
The outcome and procedure scores of the search
tasks correlated significantly (r = 0.22, p < 0.05),
even though the correlation was weak. Both scores
also correlated significantly with the performance on
the knowledge test (for the outcome scores r = 0.29,
p < 0.01, and the procedure scores r = 0.48, p < 0.01,
both one-tailed).
To evaluate the course (Hypothesis 3), the three
information literacy performance indicators were
analyzed separately. For each variable, a repeated
measures analysis of variance (ANOVA) was com-
puted. The time of data collection was a within sub-
jects factor, while group membership was a be-
tween-subjects factor. The respective information
literacy performance indicator was used as depend-
ent variable.
The performance on the knowledge test was ana-
lyzed first. The analysis revealed a significant main
effect of the within-subjects factor (F[2,130] =
216.53, p < 0.01) and a significant interaction of the
two factors (F[2,130] = 73.13, p < 0.01), what is
depicted in figure 1. To analyze group differences, a
t-test was computed for every data collection. At
data collection 1, there was no difference between
the groups (t[65] = 0.78, n.s.). At data collection
two, a significant difference could be found (t[65] =
10.47, p < 0.01), indicating that group 1 outper-
formed the other group. There was no significant
difference at data collection 3 (t[65] = 0.37, n.s.).
Next, the outcome scores of the search tasks
were analyzed. The ANOVA revealed a significant
main effect of the within-subjects factor F[2,130] =
45.77, p < 0.01) and a significant interaction of the
two factors (F[2,130] = 5.45, p < 0.01). To investi-
gate the pattern in more detail, t-tests were calculat-
ed to compare the two groups at each data collec-
tion. There were no significant differences at data
collections 1 and 3 (t[65] = 1.33 and t
[65] = 0.32,
respectively). However, the two groups differed at
data collection 2 (t[65] = 3.32, p < 0.01). Once
again, group 1 outperformed group 2, as can be seen
in figure 2.
Finally, the procedure scores of the search task
were analyzed. The ANOVA revealed a significant
main effect of the within-subjects factor F[2,130] =
148.46, p < 0.01) and a significant interaction of the
two factors (F[2,130] = 37.38, p < 0.01). Once
again, t-tests were applied to analyze group differ-
ences. There was no significant difference at data
collection 1 (t[65] = 1.23, n.s.), but significant dif-
ferences at data collections 2 (t[65] = 9.21, p <0.01)
and 3 (t[65] = 3.21, p < 0.01) in such a way that
group 1 scores higher than group 2, as is displayed
in figure 3.
Figure 1: Mean scores (and standard deviations) on the
information literacy test. DC = data collection.
0,00
0,20
0,40
0,60
0,80
1,00
DC1DC2DC3
group1
group2
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