IN HIGHER MATHEMATICS, THE EXTREMUM OF A MULTIVARIABLE FUNCTION

Authors

  • Madina Polatovna Sharipova Teacher of the "General Technical Sciences" department of Asia International University

Keywords:

Extremum, multivariable function, critical points, Second Derivative Test, Lagrange multipliers

Abstract

In higher mathematics, the extremum of a multivariable function is a crucial concept with wide-ranging applications in fields such as optimization and physics. This article aims to provide an overview of the extremum of a multivariable function, exploring the role of critical points, the Second Derivative Test, and Lagrange multipliers in determining the nature of extrema. The article also delves into the significance of extremum in real-world problem-solving, emphasizing the practical implications of this mathematical concept.

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Published

2023-12-20

How to Cite

Madina Polatovna Sharipova. (2023). IN HIGHER MATHEMATICS, THE EXTREMUM OF A MULTIVARIABLE FUNCTION. American Journal of Public Diplomacy and International Studies (2993-2157), 1(10), 425–429. Retrieved from http://grnjournal.us/index.php/AJPDIS/article/view/2212

Issue

Vol. 1 No. 10 (2023): American Journal of Public Diplomacy and International Studies

Section

Articles