Possibilities of using information technologies in teaching mathematics (on the example of a functional-graphic method for solving equations)

Authors

DOI:

https://doi.org/10.22633/rpge.v25iesp.6.16118

Keywords:

Teaching mathematics, Information technology, Functional-graphic method, Equations

Abstract

The article is devoted to the methodology for the formation of a functional-graphic method in students using information technologies. The article describes the theoretical foundations of teaching the functional-graphic method for solving equations; methodological recommendations for the formation of students' actions that are adequate to this method with the use of software. To study the possibilities of using information technologies in teaching mathematical disciplines to students, to determine their effectiveness, the study was conducted at the Faculty of Physics and Mathematics of the Mordovian State Pedagogical University named after M. E. Evsevyev. The research process involved theoretical methods (the study and analysis of scientific and methodological, educational literature). Empirical methods were also used – monitoring the educational activities of students, the professional activities of teachers, surveys of the specified contingent were conducted.

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Author Biographies

Irina V. Kochetova, Mordovian State Pedagogical University named after M.E. Evsevyev, Saransk – Russia

Candidate of Pedagogical Sciences, Department of Mathematics and Methods of Teaching Mathematics.

Lidiya S. Kapkaeva, Mordovian State Pedagogical University named after M.E. Evsevyev, Saransk – Russia

Doctor of Pedagogical Sciences, Department of Mathematics and Methods of Teaching Mathematics.

Nadezhda A. Khramova, Mordovian State Pedagogical University named after M.E. Evsevyev, Saransk – Russia

Candidate of Physical and Mathematical Sciences, Department of Mathematics and Methods of Teaching Mathematics.

Natalia N. Derbedeneva, Mordovian State Pedagogical University named after M.E. Evsevyev, Saransk – Russia

Candidate of Pedagogical Sciences, Department of Mathematics and Methods of Teaching Mathematics.

References

AKMANOVA, S. V.; AKMANOV, S. R. Tasks of the unified state exam with parameters and recommendations on methods for their solution. Modern Science, v. 5, p. 281-286, 2020.

ALMAZOVA, T. A.; TRUNTAEVA, T. I.; SALTYKOVA, E. V. Methodological possibilities of using graphic calculators when solving problems with parameters. In: REGIONAL UNIVERSITY SCIENTIFIC AND PRACTICAL CONFERENCE, 2019. Proceedings […]. Scientific works of the Kaluga State University named after K.E. Tsiolkovsky, 2019. p. 348-353.

BAZHENOVA, E. V. Features of the functional-graphic method for solving equations in the final state exams. In: CONFERENCE ACTUAL PROBLEMS OF SCIENCE AND MATHEMATICS EDUCATION, 2018. Proceedings […]. Samara Social and Pedagogical University, 2018. p. 151-156.

DERBEDENEVA, N. N. et al. Further Educationin Mathematics for Russian School Students at Pedagogical Higher Education Institutions: Methodological Aspects of Development. Astra Salvensis, Special Issue, p. 981-990, 2018.

DETTERER, E. E. Methodological system for using the animation capabilities of the GeoGebra computer environment when studying functions in grades 7-9 of a secondary school. 2017. Master (Dissertation) – Krasnoyarsk State Pedagogical University named after V.P. Astafiev, 2017.

GOLUBEV, V. I. Solving complex and non-standard problems in mathematics. Moscow: Ileksa, 2007.

IMANOVA, A. V. Problems of teaching mathematics at school. Scientific Conference Bulletin, v. 11, p. 62-63, 2018.

KOCHETOVA, I. V.; SARVANOVA, Z. A.; PORVATKIN, A. V. Possibilities of using information technologies in teaching mathematical disciplines of students of pedagogical universities. Modern Problems of Science and Education, v. 3, 2021. Available: www.science-education.ru/ru/article/view?id=30883. Access: 19 Sept. 2021.

SHUKSHINA, T. I.; HULL J. A.; RYZHOV, D. V. Features of practice-oriented training of future teachers in the digital educational environment of pedagogical University. Global scientific potential, v. 6, n. 111, p. 22-26, 2020.

SIMSEK, A.; BALABAN, J. Learning strategies of successful and unsuccessful university students. Contemporary Educational Technology, v. 1, p. 36-45, 2010.

Published

30/12/2021

How to Cite

KOCHETOVA, I. V.; KAPKAEVA, L. S.; KHRAMOVA, N. A.; DERBEDENEVA, N. N. Possibilities of using information technologies in teaching mathematics (on the example of a functional-graphic method for solving equations). Revista on line de Política e Gestão Educacional, Araraquara, v. 25, n. esp.6, p. 3585–3595, 2021. DOI: 10.22633/rpge.v25iesp.6.16118. Disponível em: https://periodicos.fclar.unesp.br/rpge/article/view/16118. Acesso em: 22 nov. 2024.