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Definition of a Limi? At grade

Introduction to the concept of limit and the origins of calculus.

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

CK-12 Math Analysis Concept? At grade

CK-12’s Math Analysis Concepts is a rigorous text that takes students from analyzing functions to mathematical induction to an introduction to calculus.

It is an educational content of CK-12 Foundation ...

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).

Rates of Chang? Basic

Learn how to solve problems involving rates of change.

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

Math from A to Z

A mathematical term for every letter of the alphabet.

It is an educational content by JetPunk, site that contains a wide variety of quizzes.

Integral Calculus

Thanks to the work of Barrow, Newton and Leibniz (the creators of infinitesimal calculus), two paths which had developed separately throughout the history of mathematics, for over more than 20 centuri ...

Integrals: Calculations of areas in the plane using Green's theorem

You'll learn to calculate areas determined by surfaces in space or regions in the plane and an application of Green's theorem to the calculation of areas delimited by a curve in the plane.

At t ...

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 ...

Velocity and Acceleration

"If position is given by a function p(x), then the velocity is the first derivative of that function, and the acceleration is the second derivative. By using differential equations with either velocit ...

Using the Second Derivative Test

"Some optimization problems can be solved by use of the second derivative test. If the second derivative is always positive, the function will have a relative minimum somewhere. If it is always negati ...

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