# Bernoulli’s Equation And Solution

Bernoulli Equation is the first order differential equation which can be reducible to linear differential equation

Definition of Bernoulli’s Equation

An equation of the form

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# Category: Differential Equation

# Bernoulli’s Equation And Solution

# The Actual Way to Solve Linear Differential Equation

# Uses of Integrating Factor To Solve Non Exact Differential Equation

# All Things You Must Know About Exact Differential Equation

# Must Do Problems Of Homogeneous Differential Equation

# 21 Most Valuable Questions To Master – Separation Of Variables Method

# Cheat Sheet of First Order First Degree Differential Equation Solution Methods

# Introduction To Differential Equation – What? Why? How?

Bernoulli Equation is the first order differential equation which can be reducible to linear differential equation

Definition of Bernoulli’s Equation

An equation of the form

In this article we are going to learn all about Linear Differential Equation and how to solve it.

Linear Differential Equation Definition

A differential equation

In this article we will learn about Integrating Factor and how it is used to solve non exact differential equation. In the previous article we

We are going learn about Exact Differential Equation in the following 2 Part article series:

1. How to solve Exact Differential Equation.

2. How to

Homogeneous differential equation

Before starting to solve our must do problems of homogeneous differential equation let us first understand, what is Homogeneous function?

Homogeneous Function

Separation Of Variables Method

I have discussed Separation of variables method of 1st order derivative in the previous article. Here is the brief introduction.

If

Definition

An ordinary first order first degree differential equation is of the form

\[\frac{dy}{dx}=f(x,y)……….(1)\]

which can also be written as

\[Mdx+Ndy=0……….(2)\]

where M and N

Differential Equation

Differential Equation is an important and useful branch of Mathematical Analysis. The inception of Differential Equation with that of Differential and Integral Calculus