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THE MEDIATING ROLE OF TIME ON TASK IN EXPLAINING STUDENTS’ PERFORMANCE IN FIGURATIVE AND NUMERICAL TASKS OF INDUCTIVE REASONING

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D1–TEMATIKUS SZEKCIÓ/PAPER SESSION ÁPRILIS 21.(CSÜTÖRTÖK)17.30–19.00

Assessing thinking skills Díszterem/Ceremonial Hall

THE MEDIATING ROLE OF TIME ON TASK IN EXPLAINING STUDENTS’

PERFORMANCE IN FIGURATIVE AND NUMERICAL TASKS OF INDUCTIVE REASONING

Sirkku Kupiainen University of Helsinki

Keywords: time on task; inductive reasoning; working memory; motivation

One of the advantages of computer-based assessment (CBA) is the possibility to observe the impact of time on task (TOT) (Carrol, 1963, 1989) on students’ performance. Goldhammer et al. (2014) reported better achievers to spend less time on routine-like tasks while their better performance in more complex tasks was partially explained by their longer time-use.

Kupiainen et al. (2014) on the other hand, found TOT to act as a mediator between students’

motivational attitudes and task performance, giving support to Wise’s and Kong’s (2005) interpretation of response time (RT) as an indicator for effort. The present study adds to this research by investigating the role of motivational attitudes and TOT in explaining students’

performance in two types of inductive reasoning (IR) tasks (see Molnár et al. 2013), using the time-limited working memory (WM) task as a control. The data is drawn from three cohorts à 600 students in Finnish primary and secondary schools (grades 4, 7 and 10). The internal consistency of the WM and the IR tests were mostly good, varying from Cronbach’s α=.846 to .868 for figure analogies, and α=.832 to .870 for figure series (à 15 items); α=.614 (4th grade) to .780 for number analogies, and α=.722 to 825 for number series (à 8 items); and α=.681 (4th grade) to α=.794 for WM (10 items). In preliminary analyses, for the oldest cohort, the relation of TOT and IR increases with task difficulty especially in the more demanding 12 and 11 item versions of the number analogies and series (r=.379 and r=.472). The relations of WM, motivational attitudes, TOT, and IR will be investigated using structural equation modelling (SEM) both across and individually for the three age cohorts. Regarding Finnish boys’ and girls’

attainment in and choice of mathematics (Ouakrim-Soivio, Kupiainen & Marjanen, in press), special attention will be paid to possible gender differences in the students’ application of time and to the relative role of motivation and TOT in their performance. The study will shed light into the role of time as an indicator for effort and perseverance. The results will have a bearing on both learning and assessment regarding both curricular and transversal skills.

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