GENERAL CONCLUSIONS ABOUT SOLVING HIGHER ORDER INEQUALITIES, METHOD OF INTERVALS
04.12.2022
International Scientific Journal "Science and Innovation". Series A. Volume 1 Issue 8
Abstract. Mathematics provides us with many benefits for the development of our minds. Although they seem boring, abstract and difficult to understand, if we try to understand them, they can make us better analytical thinking and great agility in our mind. This article delves into General conclusions about solving higher order inequalities, method of intervals.
Keywords: inequalities, mathematics, methods, intervals, science, trigonometric substitutions, functions, etc.
References:
1. Hojoo Lee. Topics in Inequalities-Theorems and Techniques. Seoul: 2004.
2. Andreescu T., Dospinescu G., Cirtoaje V., Lascu M. Old and new inequalities. Gil Publishing House, 2004.
3. Mathematical Olympiads, Problems and solutions from around the world, 1998-1999. Edited by Andreescu T. and Feng Z. Washington. 2000.
4. Ayupov Sh., Rihsiyev B., Quchqorov O. «Matematika olimpiadalar masalalari» 1,2 qismlar. T.: Fan, 2004 5. Sulaymonov, F., & Bayzaqov, M. (2021). MATEMATIK MANTIQ ELEMENTLARINI ERTA O’RGATISH VA UNING AHAMIYATI.