METHODS OF SOLVING SIMPLE INEQUALITIES BY GRAPHICAL BASIS USING INVERSE TRIGONOMETRIC FUNCTIONS

Authors

  • Paluashova Sarbinaz Bahram kizi NDPI 1st year master's student

Keywords:

inverse trigonometric functions, inequalities, graphical method, arcsin, arccos, arctan, domain of determination, visual perception.

Abstract

This thesis covers the stages and methodology of solving simple inequalities by graphically using inverse trigonometric functions. The processes of constructing graphs, determining intersection points, and correctly determining solution intervals are explained based on examples. The advantages of the graphical method and the importance of its use in the educational process are shown.

References

Karimov T.M. Higher mathematics. – Tashkent: Uzbekistan, 2015. – 540 p.

Mukhamedov M. Trigonometric equations and inequalities. – Tashkent: Science, 2012. – 280 p.

Abramowitz M., Stegun I. Handbook of Mathematical Functions. – New York: Dover Publications, 1972.

Thomas G.B. Calculus and Analytic Geometry. – Addison Wesley, 1996.

Ayupov Sh., Berdikulov M. Fundamentals of mathematics. – Tashkent: Uzbekistan National Encyclopedia, 2005.

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Published

2025-07-18

How to Cite

Paluashova Sarbinaz Bahram kizi. (2025). METHODS OF SOLVING SIMPLE INEQUALITIES BY GRAPHICAL BASIS USING INVERSE TRIGONOMETRIC FUNCTIONS. Ethiopian International Multidisciplinary Research Conferences, 192–193. Retrieved from https://eijmr.org/conferences/index.php/eimrc/article/view/1139

Issue

2025: Ethiopian International Multidisciplinary Research Conferences

Section

Articles

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