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Research in Engineering Education Symposium 2011 - rees2009

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Universidad Politécnica de Madrid (UPM) Pág<strong>in</strong>a 471 de 957<br />

Academic results. Experimental versus control group<br />

This section presents the results of midterm theme 3 evaluation. As <strong>in</strong>dicators of student<br />

performance, we have compar<strong>in</strong>g mean groups for scores for three classes: EG, CG1 and<br />

CG2 <strong>in</strong> Table 5.<br />

The test hypothesis is that the values obta<strong>in</strong>ed from two different groups are equal. If the<br />

groups are <strong>in</strong>dependent of each other and the data are normally distributed <strong>in</strong> each group,<br />

then a group t test can be used as it was done <strong>in</strong> this work us<strong>in</strong>g the SAS/ETS PROC TTEST<br />

from SAS Institute Inc, SAS V9.2. The "Equality of Variances" test results show that the<br />

assumption of equal variances is reasonable for these data (the Folded F statistic F' = 1.32,<br />

with p=0.2500). The assumption of normality has been checked us<strong>in</strong>g PROC UNIVARIATE;<br />

so the appropriate test is the usual pooled test, which shows that the average scores of<br />

partial exam of Theme 3 for CG1 and EG as well CG2 and EG are significantly different at<br />

the 5% level (t=-4.52, p=0.0001 for the former and t=-3.05, p=0.0027 for the latter), So the<br />

experience can be considered positive because it has contributed to improve academia<br />

results <strong>in</strong> the midterm exam.<br />

Table 5: Mean marks. Midterm Theme 3 exam. Experimental Group versus Control groups<br />

Additionally <strong>in</strong> Fig 1, it is shown the percentage of students (%) belong<strong>in</strong>g to EG and CG1-<br />

CG2 groups achiev<strong>in</strong>g marks of

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