Dynamic Models for Addition and Subtraction

Pellumb Kllogjeri; Lindita Kllogjeri

doi:10.4236/oalib.1101814

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OALibJ> Vol.2 No.9, September 2015

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Dynamic Models for Addition and Subtraction

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DOI: 10.4236/oalib.1101814 588 Downloads 894 Views

Author(s) Leave a comment

Pellumb Kllogjeri¹, Lindita Kllogjeri²

Affiliation(s)

¹Department of Mathematics and Informatics, Institute of GeoGebra, University “Aleksander Xhuvani”, Elbasan, Albania.
²General Secondary School, Labinot-Fushe, Elbasan, Albani.

ABSTRACT

One of the most important features of GeoGebra [1] is the coordination of the geometric and algebraic representations, easily observed in GeoGebra window. Using GeoGebra software the teacher can geometrically and fruitfully teach the concepts and algorithms of arithmetic operations in the elementary school. Our paper focuses on two important operations: addition and subtraction in the set of whole numbers. Using GeoGebra features [2], we visually demonstrate the concepts of these two operations and help the students to develop the process of mastering addition and subtraction facts. Our paper aims to achieve two objectives. Firstly, one objective is to teach addition and subtraction using dynamic models that are related to the concept of base ten blocks using 2D model: equal rectangles representing ones, the strips of 10 rectangles representing tens. Secondly, by creating dynamic models for teachers and students we want to: 1) increase teacher pedagogical content knowledge and improve the instructional practice; 2) promote student learning by improving teaching practices and providing capacity-building solutions; 3) encourage the teachers to engage themselves in research activity and innovative educational practices and teaching strategies.

KEYWORDS

Place Value, Addition Model, Subtraction Model, Regrouping Algorithm

Conflicts of Interest

The authors declare no conflicts of interest.

Cite this paper

Kllogjeri, P. and Kllogjeri, L. (2015) Dynamic Models for Addition and Subtraction. Open Access Library Journal, 2, 1-7. doi: 10.4236/oalib.1101814.

References

[1]	GeoGebra (2009). http://www.geogebra.org

[2]	Hohenwarter, J. and Hohenwarter, M. (2008) Introduction to GeoGebra. 3-20.

[3]	Ministry of Education (2006) Number Sense and Numeration, Grades 4 to 6, Vol. 1-6. Queens Printer for Ontario, Toronto.

[4]	Division of Higher Education (2002) Information and Communication Technology in Education (A Curriculum for Schools and Programme of Teacher Development). UNESCO, France, 8-22.

[5]	Hohenwarter, M. and Preiner, J. (2007) Dynamic Mathematics with GeoGebra. The Journal of Online Mathematics and Its Applications, 7, Article ID: 1448.

[6]	Fierro, R.D. (2013) Mathematics for Elementary School Teachers. Charlie van Wagner, USA, 69-118.

[7]	Hohenwarter, M. and Lavicza, Z. (2009) The Strength of the Community: How GeoGebra Can Inspire Technology Integration in Mathematics Teaching. Mathematics, Statistics, Operation Research Connections, 9, 3-5. http://dx.doi.org/10.11120/msor.2009.09020003