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Maria Knobelsdorf, University of Dortmund, Germany - Didaktik der ...

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formatics. The final sample <strong>of</strong> respondents was comprised <strong>of</strong> 115<br />

Students. From the total <strong>of</strong> students, 55 (47.8%) attended the 3 rd<br />

<strong>of</strong> Greek Lyceum (16-17 years), 29 (25.2%) the 11 th or 12 th <strong>of</strong> a<br />

German Gymnasium (16-18 years) and 31 (27.0%) the first year<br />

<strong>of</strong> study at the Department <strong>of</strong> Informatics (17-18 years). 88 <strong>of</strong> the<br />

students were males (76.5%) and 27 (23.5%) females.<br />

4.2 Data Analysis and Results<br />

As proposed by Fornell and Larcker [9], there are three procedures<br />

to assess the convergent validity <strong>of</strong> any measure in a study:<br />

1) Composite reliability <strong>of</strong> each construct, 2) Item reliability <strong>of</strong><br />

the measure and 3) The average variance extracted (AVE).<br />

Therefore, we started with an analysis <strong>of</strong> composite reliability and<br />

dimensionality to check the validity <strong>of</strong> the scale used in the questionnaire.<br />

Concerning the reliability <strong>of</strong> the scales, Cronbach (CR)<br />

α indicator was applied [7] and inter-item correlations statistics<br />

for the items <strong>of</strong> the variable were calculated. As stated by to Fornell<br />

& Larcker [9], CR α value greater than 0.7 indicates a high<br />

reliability. Table 1 demonstrates the result <strong>of</strong> the test that revealed<br />

acceptable indices <strong>of</strong> internal consistency in all the factors.<br />

Table 1. Summary <strong>of</strong> Measurement Scales<br />

Factors Items Mean S.D. CR Loads AVE<br />

PE PE1 4.52 1.95 0.93 0.74 0.67<br />

PE2 4.16 1.75 0.85<br />

PE3 4.40 1.72 0.84<br />

PE4 4.51 1.69 0.83<br />

STF STF1 4.97 1.51 0.92 0.72 0.62<br />

STF2 4.98 1.58 0.73<br />

STF3 5.47 1.61 0.86<br />

STF4 5.23 1.68 0.82<br />

SI SN1 4.04 2.00 0.82 0.76 0.63<br />

SN2 4.12 2.04 0.82<br />

SEF SEF1 3.89 1.79 0.71 0.82 0.56<br />

SEF2 4.19 1.73 0.70<br />

SEF3 2.62 1.69 0.72<br />

BI BI1 4.90 2.09 0.96 0.82 0.73<br />

BI2 4.87 2.03 0.87<br />

BI3 4.36 2.07 0.88<br />

CPS CPS1 4.88 1.46 0.88 0.76 0.54<br />

CPS2 4.89 1.44 0.75<br />

CPS3 4.79 1.57 0.83<br />

CPS4 4.36 1.62 0.58<br />

C(CL)C CCC1 5.31 1.69 0.91 0.61 0.53<br />

CCC2 5.13 1.60 0.85<br />

CCC3 4.84 1.76 0.62<br />

CLC1 5.50 1.59 0.71<br />

CLC2 5.11 1.58 0.77<br />

CLC3 5.03 1.55 0.78<br />

CDS CDS1 4.74 1.68 0.90 0.80 0.59<br />

CDS2 4.44 2.03 0.83<br />

CDS3 4.82 1.84 0.82<br />

CDS4 4.48 1.97 0.75<br />

CDS5 4.07 1.92 0.63<br />

The reliability <strong>of</strong> an item was assessed by measuring its factor<br />

loading onto the un<strong>der</strong>lying construct. Hair et al. [12] recommended<br />

a factor loading <strong>of</strong> 0.5 to be good indicator <strong>of</strong> validity at<br />

the item level. The factor analysis identified eight distinct factors<br />

(Table 1): 1) Performance Expectancy (PE), 2) Satisfaction (STF),<br />

3) Social Influence (SI), 4) Self-Efficacy (SEF), 5) Behavioral<br />

Intention (BI), 6) Confidence with Problem Solving (CPS), 7)<br />

Confidence for using Data Commands (Conditional-Loop)<br />

(C(CL)C) and 8) Confidence for Data Structures (CDS).<br />

The third step for assessing the convergent validity is the average<br />

variance extracted (AVE); AVE measures the overall amount <strong>of</strong><br />

22<br />

variance that is attributed to the construct in relation to the amount<br />

<strong>of</strong> variance attributable to measurement error. Convergent validity<br />

is found to be adequate when the average variance extracted is<br />

equal or exceeds 0.50 [16].<br />

To examine the research questions regarding the differences in<br />

students’ perceptions among German Gymnasium, and CS freshmen,<br />

we used an Analysis <strong>of</strong> Variances (ANOVA), including the<br />

eight factors as dependent variables and the students’ group as<br />

independent variable. As we can see from the outcome data in<br />

Table 2, students’ group has a significant impact on students’ PE,<br />

STF, SI, BI and CDS. On the other hand students’ group does not<br />

exhibit significant difference on students’ SEF, CPS and C(CL)C.<br />

Table 2 displays our results regarding the significance <strong>of</strong> the<br />

differences, while Figure 3 shows the average results for each<br />

factor over the groups. SEF, CPS and C(CL)C have no significance<br />

difference among the three groups and from Figure 2 we<br />

can notice that these factors are on the same levels at each group.<br />

On the other hand PE, STF, SI, BI and CDS do have significant<br />

differences among the groups and in some cases these difference<br />

are quite remarkable (i.e., BI, PE).<br />

Table 2. The differences among the students’ groups<br />

Factor Mean (S.D.) F Result<br />

Lyceum Gymnas. CS<br />

(GR) (GE) Freshmen<br />

PE 4.10 (1.58) 3.75 (1.70) 5.61 (0.79) 14.97** S.D.<br />

STF<br />

SI<br />

5.03 (1.39)<br />

3.54 (1.90)<br />

4.65 (1.67)<br />

3.93 (1.79)<br />

5.90 (0.90)<br />

5.19 (1.34)<br />

6.86**<br />

9.15**<br />

S.D.<br />

S.D.<br />

SEF 3.58 (1.35) 3.77 (1.61) 3.34 (0.94) 0.78 I.D.<br />

BI 3.94 (1.97) 4.48 (1.59) 6.24 (0.90) 17.11** S.D.<br />

CPS 4.51 (1.46) 4.84 (1.44) 5.06 (0.79) 1.81 I.D.<br />

C(CL)C 5.14 (1.37) 4.74 (1.52) 5.55 (1.10) 2.73 I.D.<br />

CDS 4.10 (1.44) 4.66 (1.82) 5.08 (1.51) 4.03* S.D.<br />

**p

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