Differential equations are mathematical expressions that consist of either differentials or derivatives. These equations enable us to expand our ways on how to describe real-world phenomena.
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1

What is A Differential Equation?

A differential equation (DE) is an equation that consists of derivates of the dependent variable. This post is a basic introduction to the world of differential equations.

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Solving Differential Equations

The following posts are the different ways how to solve differential equations. We'll explore how to solve these using different approaches - analytical, numerical, and graphical.

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Applications of Differential Equations

Differential equations have countless applications in real-life. This post explores some of these in various fields and disciplines - how it fits in solving real-world problems.

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Differential Calculus

Differential calculus is a subfield of calculus that deals with rates of change between quantities. We explore multiple concepts such as limits, derivatives, and more.

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Integral Calculus

Integral calculus is a subfield that deals with the integral - making things complete as a whole. Integration is the inverse of the differentiation operation.

Parent

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Calculus

Calculus - the mathematical study of change. In this field, we explore concepts such as limits, derivatives, differentiation, integration, and more.

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Created On
June 8, 2023
Updated On
February 23, 2024
Contributors
Edgar Christian Dirige
Founder
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