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IIT JEE

JEE and NEET Preparation

Ace the toughest competitive and government exams in India 

Test Preparation

JEE and NEET Foundation Preparation

JEE Main and Advanced Preparation

This course is the advanced version of how to play with graphs. This course will give you knowledge and ability to draw any given curve.

(Hindi) Graphs: Cartesian Form - Advance Calculus

This course is extension of definite integration (part-3b).agenda to divide definite integration in two part is simple because of making subject matter easy.you can easily hack anything by acknowldgeing its layers.

(Hindi) Definite Integration for IIT JEE - Level 2

This course is third part of our series how to play with graphs.this will give you brief knowledge about tracing of polar curve with best possible understanding.

(Hindi) How To Play With Graphs: Polar Form - Advance Calculus

This course is on the chapter limits which belongs to calculus section of Mathematics. Videos provide detailed information about limits for class 11,12 and IIT JEE entrance exam.

(Hindi) Limits

This course is all about calculas. In general perspective every student have misconception that this is most tough part of mathematics but my motive is to break the myth.After attending lesson by lesson you will find claculas easier

(Hindi) Limits for IIT JEE

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

(Hindi) Areas (Level 1) : IITJEE

this course is extension of part 3 
you will get a systematic and easiest approach to handle calculus.after attending this course your fear for definite integ will went to somewhere else.

(Hindi) Definite Integration for IITJEE - Level 1

This course will cover advance calculus 2nd subtopic that is singular points and its  nature. It will be covered in my own way or you can say the best possible way.

(Hindi) Singular Points - Advanced Calculus

This course will let you know how to find area of any given curve.Best part of this course is it will revise all previous chapter with its illustration.

(Hindi) Area Under Curve for IIT JEE

This course discusses tricks to tackle calculus ina an easy manner.

(Hindi) Continuity and Differentiability for IITJEE

This course will cover all important concepts and concept booster problem as well.discussion of wuestions will enhance your problem solving ability.

(Hindi) Differentiation for IIT JEE

this course is extension of easy ways to tackle calculus part-4.as a lengthy course is lenghty to read so i divided in two parts for better understanding.

(Hindi) Maxima and Minima for IIT JEE

The course covers all the aspects of differential equation for IIT JEE main and advance exam, Theory and lots of illustration, All Types of Diffrential equation

(Hindi) Differential Equation for IIT JEE

This course covers all the concepts on limits, continuity and differentiability for JEE Main and Advanced.

(Hindi) Limits, Continuity, Differentiability for IIT-JEE (JEE Main and Advanced)

Definite Integrals 2 : Questions asked in past IIT JEE from 1990 to 2019...

(Hindi) Mathematics for Young Minds: IIT JEE

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

(Hindi) Differential Equation: Previous Year Questions Complete Solutions

The course covers all the aspects related to area under the curve for IIT JEE mains and advanced add other engineering colleges, curve sketching,integration as area under the curve, Lots of solved examples (variety of Problems)

(Hindi) Area under the Curve (Lectures)

This course is core part of calculus and is for utmost importance for JEE mathematics portion.

(Hindi) Indefinite Integration for IIT JEE

This course is specially desingned to clear your conept whether you have zero knowledge or you are a maths wizard.so Go through the lesson once by your sincere effort and get the desired result.

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 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

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

In this course I have explained formulas and all concepts of differentiation which are useful for IIT JEE aspirants as well as CBSE class 12th board students.

(Hindi) Differentiation Calculus 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

This course is mainly helpful to draw any given curve.It will acknowledge. you with some important topics of advance calculus.

(Hindi) Asymptotes - Advance Calculus

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)

English

All Old Courses Topic Page

Integration Properties

Indefinite Integration

Limits & Continuity

Definite Integration

Differentiations

Differential Equations

Monotonicity & Maxima - Minima

Area Under Curves

Application of Derivatives

Calculus

Mathematics

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.

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

Maths faculty for IIT JEE (Main and Advance), Maths Specialist for Calculus, Ex Senior faculty Vibrant Academy,Top notch online faculty 

Manoj Chauhan

University Topper || RMO Scholar (Rank - 1) || IMO (Rank - 1) || NSEJS Scholar || NTSE and JSTSE Scholar 
 ||  NDA (3 times)

Nitish Kumar

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

Pushpinder Kullar

IITian - Maths Passionate, Chemlover
YouTuber - 140k+ Subs
4+ years teaching experience


Singh Sahab

SELF STUDY

Calculus

Limits & Continuity

Differentiations

Monotonicity & Maxima - Minima

Indefinite Integration

Definite Integration

Differential Equations

Integration Properties

Application of Derivatives

Area Under Curves

Limits & Continuity

(Hindi) Limits for IIT JEE

4.9

(Hindi) Continuity and Differentiability for IITJEE

5

(Hindi) Limits

4.3

(Hindi) Limits, Continuity, Differentiability for IIT-JEE (JEE Main and Advanced)

4.9

Differentiations

(Hindi) Singular Points - Advanced Calculus

5

(Hindi) Differentiation Calculus for IIT JEE

4.8

(Hindi) Differentiation Basics for IIT JEE

5

(Hindi) Differentiation for IIT JEE

4.9

Monotonicity & Maxima - Minima

(Hindi) Application of Derivative for IIT JEE

4.7

(Hindi) Asymptotes - Advance Calculus

4.9

(Hindi) Graphs: Cartesian Form - Advance Calculus

5

(Hindi) How To Play With Graphs: Polar Form - Advance Calculus

5

Indefinite Integration

(Hindi) Indefinite Integration for IIT JEE

4.5

(Hindi) Definite Integration for IITJEE - Level 1

4.4

(Hindi) Definite Integration for IIT JEE - Level 2

4.3

(Hindi) Indefinite Integration Made Easy

4.8

Definite Integration

(Hindi) Definite Integration : IITJEE

5

(Hindi) Mathematics for Young Minds : IIT JEE

5

(Hindi) Areas (Level 1) : IITJEE

5

(Hindi) Mathematics for Young Minds: IIT JEE

5

Differential Equations

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

5

(Hindi) Differential Equations (Zero to Hero)

4.9

(Hindi) Differential Equation for IIT JEE

4.9

(Hindi) Differential Equation: Previous Year Questions Complete Solutions

4.7

Integration Properties

(Hindi) Maxima and Minima for IIT JEE

4.8

(Hindi) Differential Equation for IIT JEE

5

(Hindi) Area Under Curve for IIT JEE

4.9

(Hindi) Area under the Curve (Lectures)

5

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