CBSE Class 12-commerce Maths Differential Equations
Intro: Differential Equations
Definition of differential equation, order and degree of a differential equation, formation of differential equation, solution of differential equationVariable Separable Form
The solution which contains as many arbitrary constants as the order of the differential equation is called the general solution of the differential equation.
The solution obtained by giving particular values to the arbitrary constants in the general solution of a differential equation is called a particular solution.
Variable Separable method is used in all such equations in which it is possible to get dx and all the terms involving x on one side and dy along with all the terms involving y on the other side.Homogenous Differential Equations
Understand the concept of homogenous functions and homogenous differential equation, its method.Linear Differential Equations
To solve the linear differential equation, we first bring the equation in the standard form ie dy/ dx+Px= Q where P and Q are constants or function of x
