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.

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JEE Main and Advanced Preparation

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

In this course, the educator discusses tricks to solve problems on Differentiation for IIT JEE

(Hindi) Differentiation Shortcut Tricks - IIT JEE

This course deals with the Tangents and Normals, Monotonocity, Locus Problems and much more!

Application of Derivatives (Part I): IIT JEE

This course is strictly  for class 12 & Droppers. Om Sir has solved numerous problems based on calculus which requires depth of concepts. This course is must for students who are focused for IIT JEE advanced.

(Hindi) Problem Solving Course for Calculus: IIT JEE

Indefinite Integration is covered in this course

(Hindi) Indefinite Integration: IIT JEE

In this course we will study areas for board exams and create base for IITJEE.

(Hindi) Areas (Level 1) : IITJEE

This course covers the complete syllabus of Application of derivatives required for JEE Main and Advanced and other Engineering Entrance Examinations.

(Hindi) Application of Derivatives for IIT-JEE (Latest Pattern)

In this course, the educator discusses about Limit and Continuity topic and try to solve the question by Graphical method as much as possible .

(Hindi) Limits and Continuity - IIT JEE

In this course you will learn about the most important topic of Calculus named as Integration which is helpful in solving differential equations, finding area under the curve etc.

(Hindi) Integration - Mathematics for IIT JEE

This course deals with entire Continuity, Differentiability and Differentiation for JEE Main, JEE Advanced, BITSAT and other engineering exams.

Continuity and Differentiation - IIT JEE

This course deals with Rolle's Theorem, LMVT, Maxima and Minima and much more with entire concepts and examples.

(Hindi) Application of Derivatives (Part II) - IIT JEE

This is the second part of the topic Definite Integrals. Here, all the tools required to evaluate Definite Integrals is discussed in detail. Topics like evaluation by substitution, by estimation if Integrals, Leibniz Integral rule etc are covered here. Also all the questions asked from this topic asked in JEE advanced 2016 are solved with explanation.

(Hindi) Mathematics Class 12 - Methods to Evaluate Definite Integrals (Part 2)

This course gives a brief introduction about differential equations and their solutions. Classification of differential equations based on different aspects have deen discussed. Also some elementary type of first order and one degree differential equations and way of finding their solutions have been discussed. This course will help the learner develop the ability to solve the problems asked from the domain of differential equations in JEE.

(Hindi) Differential Equations

This course is about differential Equation , all concepts an explanation along with problems and mcq

Differential Equations for IIT JEE

In this course, the entire Limits chapter is discussed along with the most important questions and the concepts for IIT JEE aspirants

Limits for IIT JEE

This course covers all concepts of method of differentiation namely derivative of standard functions, product rule, quotient rule, chain rule, inverse functions, logarithmic differentiation, implicit functions and advanced problems

(Hindi) Differentiation For JEE Main and Advanced

This course covers the entire application of derivatives. It is designed as a theory cum graphical approach. The course will be beneficial for IIT JEE aspirants.

(Hindi) Application of Derivative for IIT JEE

This course details all the concepts involved in finding areas under curves. This is an application of definite integral wherein integration is used to calculate areas bound by various standard and non-standard curves. In this course we aim to cover all the concepts necessary for JEE Main and Advanced and Board exams. Once this course is finished, students will face no difficulty in solving any type of problem on Applications of Integrals

(Hindi) Area Under Curves (Applications of Integrals)

This course contains basics of Differentiation and systematic approach to study. The course will be beneficial for IIT JEE and NEET Aspirants.

(Hindi) Differentiation Basics for IIT JEE

This course explains the concepts of indefinite integration from basics to Advanced level with special focus on IIT Aspirants. In Chapter Solved Examples and Previous Year questions have been covered in this course

(Hindi) Indefinite Integration Made Easy

In this course we will learn basics of Definite Integration, then build our level for IIT Advance.

(Hindi) Definite Integration : IITJEE

This course covers the concepts of - The Definite Integrals useful for IIT JEE aspirants

(Hindi) Mathematics for Young Minds : IIT JEE

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)

This is a comprehensive course on definite integrals which covers all the required concepts of definite Integration for IIT-JEE.

(HIndi) Definite Integration Made Easy

English

All questions

Indefinite Integration

Limits 

Definite Integration

Differentiations

Differential Equations

Maxima - Minima

Continuity

Relation and function

Differentiability

Area Under Curves

Application of Derivatives

Monotonicity

Calculus

Btech | IIT JEE Mentor | Extremely passionate to teach Mathematics | Founder @The Rankers Point | @The sermonizersclub @TheMotoClub#Youtuber

Amaan Sayyed

Akhil Jain

Maths Faculty for IIT JEE , Author of McGraw Hill in IIT JEE section, Ex Senior Professor of Aakash Instt,New Delhi

Rejaul Makshud

Mandhan Academy
4 crore views - Top maths teacher in India
Plus Code to get 
10% discount - MANDHAN

Akash Mandhan

Nitish Kumar

IIT-B Graduate, Mentor, Author of 5 JEE Adv Maths Series,
Kota Educator from past 16+ years, Mentor of many Top 100 Rankers in JEE Advanced.

Om Sharma

UG Student at IIT Roorkee |Sports Freak| Data Analyst|  Blogger 

Pravesh Sharma

B.Tech (Computer Science) Thapar University, Patiala  Ex FIITJEE (New Delhi) Faculty 2008-2011  Director PSK Lakshya (Jalandhar) Since 2011.

Pushpinder Kullar

IIT Bombay | Taught AIR 1, 6, 20*in JEE Advanced | Taught AIR 28 (AIIMS Delhi) | Tutored INCHO AIR 60 | Mentored multiple 100 percentiles.

Sachin Rana

Tushar Singhal

2019 undergrad from IIT Guwahati. Have qualified NTSE, KVPY, multiple Olympiads... Wrote CSE mains 2020.

Utkarsh Ujjwal

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

Vineet Loomba

20+ years of Experience in Teaching Mathematics. Mentored 50,000+ students. Produced 100/100 score in Maths.


SELF STUDY

Calculus

Limits

Differentiations

Maxima - Minima

Indefinite Integration

Definite Integration

Differential Equations

Limits

(Hindi) Limits and Continuity - IIT JEE

4.4

Continuity and Differentiation - IIT JEE

4.8

(Hindi) Problem Solving Course for Calculus: IIT JEE

4.8

Limits for IIT JEE

4.8

Differentiations

(Hindi) Differentiation Basics for IIT JEE

5

(Hindi) Application of Derivatives (Part II) - IIT JEE

4.9

(Hindi) Differentiation For JEE Main and Advanced

4.9

(Hindi) Differentiation Shortcut Tricks - IIT JEE

5

Maxima - Minima

Application of Derivatives (Part I): IIT JEE

4.8

(Hindi) Area Under Curves (Applications of Integrals)

4.8

(Hindi) Application of Derivatives for IIT-JEE (Latest Pattern)

4.9

(Hindi) Application of Derivative for IIT JEE

4.7

Indefinite Integration

(HIndi) Definite Integration Made Easy

4.8

(Hindi) Indefinite Integration: IIT JEE

5

(Hindi) Indefinite Integration Made Easy

4.8

(Hindi) Integration - Mathematics for IIT JEE

4

Definite Integration

(Hindi) Mathematics Class 12 - Methods to Evaluate Definite Integrals (Part 2)

4.8

(Hindi) Definite Integration : IITJEE

5

(Hindi) Mathematics for Young Minds : IIT JEE

5

(Hindi) Areas (Level 1) : IITJEE

5

Differential Equations

(Hindi) Differential Equations (Zero to Hero)

4.9

(Hindi) Differential Equations and Application of Integration: AOI

4.9

Differential Equations for IIT JEE

5

(Hindi) Differential Equations

5