PROVING ALGEBRAIC INEQUALITIES

Authors

  • Madrimova Erkinoy Sabirovna Academic Lyceum of Urganch State University, highest-category mathematics teacher

Keywords:

algebraic inequality, non-standard problem, Cauchy inequality.

Abstract

The problems covered in this article not only teach students to prove algebraic inequalities in mathematics, but also increase their interest in mathematics and help develop logical thinking, creative reasoning, and independent decision-making skills in problem situations.

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References

Rahmonov D. Methodology of Preparing for Mathematics Olympiads, Tashkent: O'qituvchi, 2019.

Ismoilov B, Nurmatov Sh. Olympiad Problems in Geometry, Tashkent: Fan, 2016.

Qodirov A, To'xtayev B. Collection of Olympiad Problems in Mathematics, Tashkent: O'qituvchi, 2018.

Abduhamidov A.U., Nasimov X.A., Nosirov U.M., Husanov J.H. Algebra and Mathematical Analysis Fundamentals. Part I. / Textbook for academic lyceums. –Tashkent: 2008.

Mirzaaxmedov M.A., Ismoilov Sh.N., Amanov A.K., Haydarov B.K. Mathematics. /Textbook for academic lyceums and grade 11 Part 1. –Tashkent: 2018.

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Published

2026-03-06

How to Cite

Madrimova Erkinoy Sabirovna. (2026). PROVING ALGEBRAIC INEQUALITIES. Journal of Applied Science and Social Science, 16(02), 1699–1705. Retrieved from https://www.internationaljournal.co.in/index.php/jasass/article/view/3584

Issue

Vol. 16 No. 02 (2026): Volume 16 Issue 02

Section

Articles

License

Creative Commons License

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