The Combination of Algebraic and Geometric Methods for Solving Problems in the Course of Geometry

Authors

  • Usarov Jurabek Abdunazirovich TMC (technology, marketing and communication) institute, head of the department "Applied mathematics"
  • Saipnazarov Shaylavbek Aktamovich Candidate of Pedagogical Sciences, Tashkent State Economic University, Department of Applied Mathematics
  • Rakhmatullayev Alimbay Xasanovich Candidate of Physics-Mathematics Sciences, Tashkent Institute of Irrigation and Agricultural Mechanization Engineers, Department of Higher Mathematics

Keywords:

Vector coordinates method, graphical method, method of equations and inequalities

Abstract

In this paper, the study. 1) the integration of algebraic and geometric methods acts as a means of forming students' ideas about mathematics and its methods;

2) the developed methodology is aimed at developing the creative abilities of students, since having mastered the geometric method, they get the opportunity to choose a method for solving an algebraic problem in accordance with the peculiarities of their thinking style; during the experiment, some students mastered the geometric method better than the algebraic one, which indicates that this method is more accessible to them than the algebraic method.

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Published

2023-01-22

How to Cite

Abdunazirovich, U. J. ., Aktamovich, S. S. ., & Xasanovich, R. A. . (2023). The Combination of Algebraic and Geometric Methods for Solving Problems in the Course of Geometry. Vital Annex: International Journal of Novel Research in Advanced Sciences, 2(1), 113–135. Retrieved from https://innosci.org/IJNRAS/article/view/772

Issue

Vol. 2 No. 1 (2023): January 2023

Section

Articles