Inequalities in Which opposite Numbers Meet, Examples of Cauchy's Application Relationships between Mean Arithmetic and Mean Geometric Quantities Bernoulli's Inequality

Authors

  • Ruziyev Jamshid Xudoyberdiyevich Academic Lyceum of Tashkent State University of Economics, Teacher of Mathematics,

Keywords:

equation, inequality, theorem, mathematical properties, natural numbers

Abstract

In this article, Inequalities that encounter reciprocal numbers. Examples of Cauchy's application describe in detail Bernoulli's inequality, the relationship between mean arithmetic and mean geometric quantities.

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Published

2023-02-28

How to Cite

Xudoyberdiyevich, R. J. . (2023). Inequalities in Which opposite Numbers Meet, Examples of Cauchy’s Application Relationships between Mean Arithmetic and Mean Geometric Quantities Bernoulli’s Inequality. EUROPEAN JOURNAL OF INNOVATION IN NONFORMAL EDUCATION, 3(2), 109–111. Retrieved from https://inovatus.es/index.php/ejine/article/view/1496

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