Founder @ "JEEnlight.com" | YouTube @ "Abhishek Mishra [IIT Kgp]" | PhD in Neuroscience, Germany | IIT Kharagpur B.Tech | Mathematics

Abhishek Mishra

Differential equations is one of the the most important mathematical tool used in modern science.  In this course we will understand the basics of differential equations and how to solve them.

IIT JEE 2020 and 2021 Main and Advanced exam preparation. Know about detailed syllabus, best books, exam pattern and dates. Cover previous year question papers and book solutions from great educators.

IIT JEE

JEE Main and Advanced Preparation

Hindi

(Hindi) Differential Equations : Class 12 / JEE

Differential Equations

Calculus

Mathematics

IITJEE, NEET UG and Foundation

Ace the toughest competitive and government exams in India 

Test Preparation

We get introduced to the world of differential equations. We try to understand the importance of differential equations, and have a brief look at the course overview.

Introduction : Differential equations (in Hindi)

We understand the concept of degree and order of a differential equation.

Basic concepts : Differential equations (in Hindi)

We understand the concept of formation of differential equation, when general solution is given.

Solutions of a differential equation (in Hindi)

We formally understand the process of formation of differential equations when general solution is given.

Formation of a differential equation (in Hindi)

We start to solve differential equations. The first method we understand is separation of variables.

Solved examples : Formation of differential equations (in Hindi)

We solve examples on finding solutions of differential equations with variables separable.

How to solve differential equations with variables separable (in Hindi)

We solve some more examples for differential equations with variables separable.

Solved Examples : Variables separable (in Hindi)

We get introduced to the concept of Homogeneous functions and homogeneous differential equations.

Homogeneous differential equations (in Hindi)

A Game Changer in Mathematics, produced multiple 100 percentilers, Air 33 & 34 (Main 2024), his courses are the Benchmark for IIT JEE 

Vineet Loomba

In this course Vineet Loomba Sir will explain the concept of differential equations from basics and take them to JEE Advanced Level in a very smooth manner. Solved examples and self practice questions will help students to excel in IIT-JEE

(Hindi) Differential Equations (Zero to Hero)

Nitish Kumar

This course is extension of our advance calculus series.this course will boost your concept regarding advance calculus concept and problem solving ability.

(Hindi) Homogenous Function and Euler's Theorem - Advance Calculus

Manoj Chauhan

The course contains complete solutions to the problems asked in IIT JEE in last 25 years

(Hindi) Differential Equation: Previous Year Questions Complete Solutions

Tushar Singhal

In this course, Tushar Singhal discusses Differential Equations and the application of Integration. The course will be beneficial for IIT JEE aspirants.

(Hindi) Differential Equations and Application of Integration: AOI

M Tech( S&C, EE),IIT Roorkee; 
YouTube Channel: Saksham JEE ; Love Teaching, Mathematics and Yoga


Keshav Kumar

This Course covers Theory PYQs Problem Discussion.

(Hindi) Differential Equations: IIT JEE

I have done btech from NIT  in electronics and communication in 2015 currently working in very reputed IIT JEE coaching institute

Himanshu Gupta

This Course contains detailed theory as well as questions. this course will help you for the preparation of JEE mains , advance and for board exams

Lessons

8 lessons • 1h 52m

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Introduction : Differential equations (in Hindi)

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Basic concepts : Differential equations (in Hindi)

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Solutions of a differential equation (in Hindi)

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Formation of a differential equation (in Hindi)

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Solved examples : Formation of differential equations (in Hindi)

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How to solve differential equations with variables separable (in Hindi)

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Solved Examples : Variables separable (in Hindi)

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Homogeneous differential equations (in Hindi)