Abstract
In this paper, the research on the application of mathematical modeling in the problem teaching mathematics in analyzed schools was carried out in the form of an experiment, with the aim of demystifying its role and importance in increasing the educational and functional effect. In the period of one school semester, in five primary schools it has been shown that mathematical modeling can be implemented and can achieve significant effects. The statistical overview of selected groups demonstrated the application of mathematical modeling in experimental classes, but gave an overview of the results of applying mathematics and modeling in control groups. Tests were performed using Kolmogorov-Smirnov, Shapiro-Wilkov, Mann-Whitney and Wilcoxon test. The analysis and comparison of the results before and after the experimental program indicates a significant improvement in student knowledge and mathematical competences using the methodology of mathematical modeling which was carried out using the experiment.
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Notes
- 1.
This effect is known as the “Pigmalion effect” (Vizek-Vidović and associates, 2003)
References
Bikić, N.: Efekti postignuti rješavanjem problemskih zadataka u nastavi. Univerzitet u Zenici, Pedagoški fakultet, Zenica (2012)
Azevedo, F., Sessa, A., Sherin, B.: An evolving framework for describing student engagement in classroom activities. J. Math. Behav. 31(2), 270–289 (2012)
Christy, F.E.: Teaching problem solving in mathematics: cognitively guided instruction in kindergarten. Dissertations, Hamline University (2016)
Bogdanović, Z.: Strategije rešavanja matematičkih zadataka u nižim razredima osnovne škole. Istraživanje matematičkog obrazovanja 8, 67–74 (2013)
Pejić, M.: Neuspjeh u nastavi matematike osnovne i srednje škole i njegovi glavni uzroci. Naša škola. 49(25), 3–14 (2010)
Vizek-Vidović, V., Rijavec, M., Vlahović-Štetić, V., Miljković, D.: Psihologija učenja i poučavanja matematike. Psihologija obrazovanja. IEP, d.o.o. – Vern, Zagreb (2003)
Muminoviæ, H.: Osnovi didaktike. DES doo: Centar za napredne studije, Sarajevo (2013)
Delić-Zimić, A.: Modern Teaching Approaches. Springer, Heidelberg (2017). International Perspectives on the Teaching and Learning of Mathematical
Zlokapa, B.: Kritički prikaz - komentar na tekst: (Na)učiti kako se uči (matematika), autora prof. Milana Matijevića. Istraživanje matematičkog obrazovanja IV(6), 5–7 (2012)
Brkić, M., Kundačina, M.: Statistika u istraživanju odgoja i obrazovanja. Jela educa, Sarajevo (2003). Brkić, M. (2013)
Rešić, S.: Matematika i metodika početne nastave matematike. Papir karton, Tuzla (2013)
Presmeg, N.: Visualization in High School Mathematics - For the Learning of Mathematics Modelling. Springer, Heidelberg (2006). International Perspectives on the Teaching and Learning of Mathematical
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Delić-Zimić, A., Destović, F. (2019). Mathematical Modeling and Statistical Representation of Experimental Access. In: Avdaković, S. (eds) Advanced Technologies, Systems, and Applications III. IAT 2018. Lecture Notes in Networks and Systems, vol 59. Springer, Cham. https://doi.org/10.1007/978-3-030-02574-8_4
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DOI: https://doi.org/10.1007/978-3-030-02574-8_4
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