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MULTIVARIABLE CALCULUS NOTES

The notes covers all the necessary topics in basic multivariable calculus. The topics covered are: 1. Multivariable Functions 2. Partial derivatives, Hig... [Show More]

8 Items

Function of several variables: Taylors theorem and series, & Extreme values

The notes explain Taylor's theorem in multivariable functions. It also elaborates the steps to determining the extreme values of the functions.

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692

Composite functions and Jacobian Matrix

The lecture notes provides basic knowledge on the use of Jacobian matrices in multivariable calculus

Class Notes
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655

Vector Differential calculus: Tangent vector, Normal vector, Curvature and Torsion

Tangent vector, normal vector, curvature and torsion have a wide application in fluid flow as wells forces application. The lecture notes will guide you th... [Show More] rough this route. [Show Less]

Class Notes
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534

Function of several variables: Extreme values and Saddle points

Extreme values are of great importance in understanding the whole topic of multivariable calculus. in the notes, parts covered include finding the critical... [Show More]

Class Notes
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604

Vector differential calculus: Differentiation, Partial derivatives, Scalar and Vector fields.

Vector differential calculus is of no much difference from the normal calculus but, there are some more extensions in the topic. The notes gives a quick vi... [Show More]

Class Notes
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429

Vector differential calculus: Limits of vector function

This section will discuss on how to find and make use of limits of vector functions

Class Notes
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568

Partial derivatives, Higher order partial derivatives, Differentials

In mathematics, a partial derivative of a function of several variables is its derivative with respect to one of those variables, with the others held cons... [Show More]

Class Notes
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418

Multivariable Functions

In mathematical analysis its applications, a function of several real variables or real multivariate function is a function with more than one argument, wi... [Show More]