# IIT JEE Solved Problem Examples for Differential Equation

Differential Equation :An equation involving independent variable (x), dependent variable (y) and derivative of dependent variable with respect to independent variable dy/dx is called a differential equation. Now IIT JEE Solved Problem Examples for Differential Equation are prepared by us.

Order And Degree of a Differential Equation :The order of a differential equation is the order of the derivative of the highest order occurring in the differential equation. The degree of a differential equation is the degree of the highest order differential coefficient appearing in it, provided it can be expressed as a polynomial equation in derivatives.

Formation of a Differentiation Equation Whose General Solution is Given :A differential equation can be derived from its equation by the process of differentiation and other algebraical processes of elimination etc.

Solution of a Differential Equation :A solution of a differential equation is an equation

which contains arbitrary constants as many as the order of the differential equation and is called the general solution. Other solutions, obtained by giving particular values to the arbitrary constants in the general solution, are called particular solutions.

Solution of a Differential Equation by the Method of Variable Separation :If the coefficient of dx is only a function of x and that of dy is only a function of y in the given differential equation, then the equation can be solved using variable separation method.

## Differential Equation: IIT JEE Solved Problem Examples

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