Computer Programs - New Considerations in Teaching and Learning Mathematics Science
American Journal of Software Engineering and Applications
Volume 4, Issue 2-1, April 2015, Pages: 7-13
Received: Sep. 19, 2014; Accepted: Oct. 10, 2014; Published: Feb. 14, 2015
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Authors
Qamil Kllogjeri, University of Gjovik, MSc Student of Information Security, Gjovik, Norway
Pellumb Kllogjeri, University of Gjovik, MSc Student of Information Security, Gjovik, Norway; University “Aleksander Xhuvani ", Department of Mathematics and Informatics, Elbasan, Albania
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Abstract
There are many applications of computer informatics like in computations, plotting graphics to use them in math papers and to study the properties of the functions, in solving and discussing problems of mathematics or physics, in economics, in social topics and so on. This paper presents the topic of how much the computer programs (while we are studying something or making some trials by manipulating) help the teacher in finding answer for different mathematical problems or for the formulation of mathematical statements or facts (in other fields of science, as well). We are presenting here several examples in order that teachers and students have them into consideration while using computer programs to teach and learn. It is important that the teachers and the students try themselves again these examples and others by manipulating with computer programs, making trials and keeping notes in order to find out that there are limitations in the computer programs. The computer program used is Geogebra.
Keywords
GeoGebra, Virtual Tools, Discrete Medium of Computer Programs, Limitations of Computer Programs
To cite this article
Qamil Kllogjeri, Pellumb Kllogjeri, Computer Programs - New Considerations in Teaching and Learning Mathematics Science, American Journal of Software Engineering and Applications. Special Issue:Growing GeoGebra Environment and Use. Vol. 4, No. 2-1, 2015, pp. 7-13. doi: 10.11648/j.ajsea.s.2015040201.12
References
[1]
Bruner, J. S., “The act of discovery”, Harvard Educational Review, 1961, pp. 21-32.
[2]
Fiedler Klaus and Walther Eva, “Stereotyping as Inductive Hypothesis Testing”, Psychology Press, Great Britain, 2004, pp. 56-59.
[3]
Hulshof C.D., “Discovery of Ideas and Ideas about Discovery”, Publisher: Twente University Press, Enschede, the Netherlands (www.tup.utwente.nl), 2001, pp. 16-42.
[4]
John Tabak, “Numbers: Computers, Philosophers and the Search for Meaning”, The History of Mathematics, Printed in USA, 2004, pp.59, 173.
[5]
Josef Böhm, “Linking Geometry, Algebra and Calculus with GeoGebra”, ACDCA, DUG and Technical University of Vienna (http://www.geogebra.org), 2008, pp. 3-8.
[6]
Klahr, D. and Dunbar, K., “Dual space search during scientific reasoning”, Cognitive Science, 1988, pp. 12, 1-5.
[7]
Lu Yu-Wen Allison, “Linking Geometry and Algebra: A multiple-case study of Upper-Secondary mathematics teachers’ conceptions and practices of GeoGebra in England and Taiwan”, Faculty of Education, University of Cambridge (http://www.geogebra.org), 2008, pp. 1-2, 25-26.
[8]
Markus Hohenwartera and Judith Hohenwarter, “Introduction to GeoGebra.” (http://www.geogebra.org), 2008, pp. 7-8
[9]
Michel Detlefsen, “Proof and Knowledge in Mathematics”, Printed in USA and Canada, 1992, Taylor and Francis e-Library, 2005, pp.26.
[10]
Orton Anthony, “Learning Mathematics: Issues, Theory and Classroom Practice”, British Library Cataloguing-in- Publication Data, Third Edition, (www.continuumbooks.com), 2004, pp.71-84.
[11]
Reimann P., “Problem solving models of scientific discovery learning processes”, Published by P. Lang in Frankfurt am Main, New York, 1991, pp.15-45.
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