SOME METHODOLOGICAL ADVICE FOR CALCULATION OF PARTIAL DERIVATIVES OF FUNCTIONS OF MULTIPLE VARIABLES

Authors

  • Shamsiddinova Maftunabonu Ulug'bek qizi Student of Bukhara State University

Keywords:

increment of a function, continuity at a point, derivative rules, expression, definition of a partial derivative, equality, limit, continuity of partial derivatives, tangent plane equation, paraboloid, argument.

Abstract

In  this paper provided  a number of theoretical and logical foundations, which is impossible to correctly calculate the partial derivatives of functions of many variables. Typical variants of a function of many variables are given, as well as methodological recommendations for calculating partial derivatives using a formula and definition of problem. Solutions to numerous problems are shown accompanied by useful methodological advice that allows you to correctly calculate derivatives and differentials. A minimum of theoretical knowledge is given, which is necessary to calculate the partial derivatives of specific functions, as well as tasks and exercises for independent work.

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Published

2024-01-17

How to Cite

Shamsiddinova Maftunabonu Ulug’bek qizi. (2024). SOME METHODOLOGICAL ADVICE FOR CALCULATION OF PARTIAL DERIVATIVES OF FUNCTIONS OF MULTIPLE VARIABLES. Academicia Globe: Inderscience Research, 5(01), 17–27. Retrieved from https://agir.academiascience.org/index.php/agir/article/view/1475

Issue

Vol. 5 No. 01 (2024): agir

Section

Articles

License

Creative Commons License

This work is licensed under a Creative Commons Attribution-NonCommercial 4.0 International License.