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Integration by parts

When the integrand is formed by a product (or a division, which we can treat like a product) it's recommended the use of the method known as integration by parts, that consists in applying the fol ...

U-Substitution

When the integrand is formed by a product (or a division, which we can treat like a product) it's recommended the use of the method known as integration by u-substitution, that consists in applyin ...

CK-12 Texas Instruments Calculus Student Editio? At grade

CK-12’s Texas Instrument Calculus Student Edition is a useful companion to a Calculus course, offering extra assignments and opportunities for students to understand course material through their grap ...

Area Under the Curv? At grade

The definition of integration, using limits to calculate the area under a curve.

It is an educational content of CK-12 Foundation (to access some of the CK-12 contents you must be logged in).

Integration: Volumes calculation using Gauss' theorem

You'll learn to calculate volumes determined by surfaces in space and to calculate volumes by direct integration and applying Gauss theorem. At the end of the theoretical explanation you can prac ...

Theorem of Green, theorem of Gauss and theorem of Stokes (Integrals)

You'll learn basics about the classic theorems of integral calculus: the theorems of Green, Gauss and Stokes.

At the end of the theorical explanation, you can practice or create 5 exercises to mast ...

Definite Integrals as Net Change

"Definite integrals can be used to find the net change in a function between two times. The fundamental theorem of Calculus can be restated so that the definite integral of the function's derivative i ...

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