An easy and an important topic to cover in Engineering Maths. Practice is the key to master this particular topic.

Introduction to Differential Equations Solution of Variable Separable form of Ordinary Differential Equations Homogeneous Differential Equations Equations Reducible to Homogeneous Differential Equations-Case 1 Equations Reducible to Homogeneous Differential Equations-Case 2 Exact Differential Equations Non-Exact Differential Equations Linear Differential Equation Bernoulli's equation Clairaut's equation Finding CF for Higher Order Differential Equation Question 1 on CF for Higher Order Differential equations Question 2 on CF for Higher Order Differential equations Finding PI for Higher Order Differential Equation Series Solution of Differential Equations - Introduction Legendre's equation and Legendre's polynomial Rodrigue's formula Introduction to Partial Differential Equations Classification of PDEs Formation of PDEs Examples for formation of PDEs Formulation of Heat Equation Solution of First Order Linear PDE Equivalent Lagrange's PDE Solution of Lagrange's PDE

Course

This section covers the following topics:

1) Introduction to Differential Equations

2) Solution of Ordinary Differential Equations

3) Solution of Linear Differential Equations, Bernoulli's Equation etc.

4) Solution of Higher Order Differential Equations

5) Partial Differential Equations and their Solutions

6) Applications of Differential Euqations

**Key Skills required** :

- Basic intgeration
- Basic differentiation