Linear and nonlinear models are two types of mathematical functions that can be used to describe the relationships between variables. In this article, you will learn what they are, how they differ ...

Linear functions arise in a wide range of applications because they often capture the essential relationships without becoming overly complicated. They span various fields, including economics, where ...

In the last lesson, we saw that the derivative was the rate of change and that the derivative of a straight line is a constant. Let's explore non-linear functions and their derivatives in this lesson!

There is a whole range of methods enabling to solve initial- and boundary-value problems for linear partial differential equations. Among these methods, the most popular and frequently used are those ...

However this is not the case with non-linear functions. A non-linear function does not have a constant slope. Consider the non-linear function shown below. What is the slope at some point such as P?

This book deals mainly with linear and nonlinear parabolic equations and systems of second order. It first transforms the real forms of parabolic equations and systems into complex forms, and then ...

Spread the loveLinear and nonlinear functions are the building blocks of algebra. They are essential to the understanding of graphs, equations, and the principles that govern the study of mathematics ...