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Chapter 9 Class 12 Differential Equations

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Updated according to new NCERT - 2023-24 NCERT Books.

Learn Chapter 9 Differential Equations of Class 12 for free with solutions of all NCERT Questions for CBSE Maths

 

First, we learned How to differentiate functions (In Chapter 5), then how to integrate them (in Chapter 7). 

In differential equations, 

we are given an equation like

dy/dx = 2x + 3

and we need to find y

 

An equation of this form

dy/dx = g(x) 

is known as a differential equation.

 

In this chapter, we will

  • Study what is the degree and order of a differential equation
  • Then find general and particular solution of it.
  • We will learn how to form a differential equation, if the general solution is given
  • Then, finding general solution using variable separation method
  • Finding General Solution of a Homogeneous Differential Equation
  • And, solving Linear Differential Equations

 

If you're just starting out with this chapter, click on a topic in Concept wise and begin. The questions are arranged from easy to difficult, with important questions marked.

Click on a topic to start!


Serial order wise

  Ex 9.1
  Ex 9.2
  Ex 9.3
  Ex 9.4
  Ex 9.5

Concept wise


What's in it?

Updated according to new NCERT - 2023-24 NCERT Books.

Learn Chapter 9 Differential Equations of Class 12 for free with solutions of all NCERT Questions for CBSE Maths

 

First, we learned How to differentiate functions (In Chapter 5), then how to integrate them (in Chapter 7). 

In differential equations, 

we are given an equation like

dy/dx = 2x + 3

and we need to find y

 

An equation of this form

dy/dx = g(x) 

is known as a differential equation.

 

In this chapter, we will

  • Study what is the degree and order of a differential equation
  • Then find general and particular solution of it.
  • We will learn how to form a differential equation, if the general solution is given
  • Then, finding general solution using variable separation method
  • Finding General Solution of a Homogeneous Differential Equation
  • And, solving Linear Differential Equations

 

If you're just starting out with this chapter, click on a topic in Concept wise and begin. The questions are arranged from easy to difficult, with important questions marked.

Click on a topic to start!