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

Shamsiddinova Maftunabonu Ulug'bek qizi

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. Academia Repository, 5(01), 17–27. Retrieved from http://academiarepo.org/index.php/1/article/view/448