Extreme issues related to irrational functions and geometric methods for solving equations

Akhmedova Gavkhar  Akhadovna; Makhmudova Ozoda  Yuldashevna

Extreme issues related to irrational functions and geometric methods for solving equations

Akhmedova Gavkhar Akhadovna Kokand State Pedagogical Institute
Makhmudova Ozoda Yuldashevna Kokand State Pedagogical Institute

Keywords: cosine theorem, triangle area, a vector length, semicircle, minimum and maximum values

Abstract

We all know that there are several algebraic ways to solve irrational equations and extreme problems. Solving examples and problems in geometric ways helps to increase students' interest in mathematics and to see more clearly the relationship between geometry and algebra. In this article, a triangle area is used to solve an irrational equation, the cosine theorem, and vectors are used to solve extreme problems.

References

1. G.Z. Genkin “Geometric solutions of non-geometric problems” Moscow. "Education".2007.
2. E.V. Galkin. "Non-standard problems in mathematics. Algebra". Chelyabinsk "Look",2004.

Published

2021-05-07

How to Cite

Akhadovna, A. G., & Yuldashevna, M. O. (2021). Extreme issues related to irrational functions and geometric methods for solving equations. International Journal on Orange Technologies, 3(5), 93-96. Retrieved from https://journals.researchparks.org/index.php/IJOT/article/view/1819

Issue

Vol. 3 No. 5 (2021): IJOT

Section

Articles

This work is licensed under a Creative Commons Attribution 4.0 International License.