An IIT-Delhi alumnus, mentor to top AIRs like 12 & 24, a specialist in Calculus, former faculty at Bansal Classes, Vibrant Academy & Etoos.

Manoj Chauhan

In continuation with the methods of differentiation volume 1, this volume contains parametric differentiation, one function with respect to another, derivative of the inverse, higher order derivatives, derivative of determinants, L'Hopital rule etc.

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) Part 2: Methods of Differentiation Volume 2 - IIT JEE

Differentiations

Calculus

Mathematics

IITJEE, NEET UG and Foundation

Ace the toughest competitive and government exams in India 

Test Preparation

Introduction to methods of differentiation volume 2, contents of the course

Methods of Differentiation: Part 1 (in Hindi)

Parametric differentiation, concept and questions, how to write parametric differentiation, its connection with chain rule

Methods of Differentiation: Part 2 (in Hindi)

More questions on parametric differentiation, average level questions

Methods of Differentiation: Part 3 (in Hindi)

Derivative of one function with respect to another, the concept, similarity to parametric differentiation, working rule, illustrations, substitution

Methods of Differentiation: Part 4 (in Hindi)

Derivative of one function with respect to another, substitution involving ITF, above average questions, 2 methods (Direct/ substitute)

Methods of Differentiation: Part 5 (in Hindi)

Derivative of determinants, rules to differentiate 2*2 and 3*3, differentiating row wise column wise, illustrations, key points of determinants

Methods of Differentiation: Part 6 (in Hindi)

Derivative of determinant, illustrations using properties of determinants, average questions, 1 difficult question

Derivative of determinants continued, above average questions, 1 difficult question

Difficult question on determinants ( derivatives), when differentiate the repeatedness of root decreases in polynomial.

Super difficult question on derivative of determinants

Higher order derivatives, the basic concept, way to write, questions

Higher order derivative, meaning, question, common mistakes

Higher order derivatives, questions, Above average,

Higher order derivatives, important questions

Higher order derivatives, difficult questions, Nth order derivatives of some important functions

Higher order derivatives, above average questions

Higher order derivatives, equation involving elimination of x, tough questions

Higher order derivatives, tough questions

L'HOPITAL rule, proof, conditions for functions where L'HOPITAL rule can be applied, examples

L'HOPITAL rule, proof, Questions, when to apply

Very important questions on an L'HOPITAL rule, important results which frequently appear in limits

Questions on L'HOPITAL rule, 0 raise to power 0 form, and important questions

Derivative of inverse function, important results, proof, illustrations, important points to remember

Derivative of inverse function, rule, proof, illustrations

Maxima minima is very important chapter,it helps to  revise all the concept of differentiation and monotonicity and important geometrical applications, All all the concepts related to it covered in this volume

(Hindi) Maxima and Minima (Application of Derivative)

Differentiation by first principle, product rule chain rule question rule, derivative of standard functions, log differentiation, parametric differentiation, derivative of f with respect to g

(Hindi) Methods of Differentiation Volume 1 - IIT JEE

This course contains all the questions which have appeared in IIT JEE main and advance related to Monotonicity from 2018 to 1980 in reverse order

A.O.D. (Monotonicity) - Previous Year Questions from IIT JEE

Last 40 years of questions on methods of differentiation discussed in detail by MC sir, Best Approach provided ( more than one method suggested wherever needed)

(Hindi) Methods of Differentiation (Volume 3) : IIT JEE

This course is about IIT JEE questions from 2018 to 1981 explained in detail, some tough questions also taken

(Hindi) Differentiability Volume 2 (Previous Year Questions)

IIT Bombay | Taught AIR 1, AIR 20 in JEE Advanced | Tutored INCHO AIR 60 | Mentored multiple 100 percentiles!

Sachin Rana

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

Lessons

15 lessons • 2h 56m