Suyash Goyal

This course will take you through different concepts of Differentiation which include Chain Rule of Differentiation, Differentiation of Implicit Functions, Logarithmic Functions, Parametric Functions, Infinite Series, Inverse Functions, One function with respect to other function, etc.

CBSE Class 12

Hindi

(Hindi) Differentiation: CBSE Class 12

Continuity & Differentiability

Calculus

Mathematics

Class 6-12

Become a topper in your school and ace your board exams by learning from best educators in the country

CBSE

CBSE (Central Board of Secondary Education)

Introduction of Differentiation with its Geometrical and Physical meaning and list of Derivatives which are used very frequently

Introduction of Differentiation (in Hindi)

Product Rule and Quotient Rule of Differentiation: Part 1 (in Hindi)

Product Rule and Quotient Rule of Differentiation: Part 2 (in Hindi)

Concept of Chain Rule of Differentiation along with suitable examples

Chain Rule of Differentiation (in Hindi)

Questions based on Chain Rule of Differentiation

Questions on Chain Rule of Differentiation: Part 1 (in Hindi)

Questions on Chain Rule of Differentiation: Part 2 (in Hindi)

Questions on Chain Rule of Differentiation: Part 3 (in Hindi)

Questions on Chain Rule of Differentiation: Part 4 (in Hindi)

Questions on Chain Rule of Differentiation: Part 5 (in Hindi)

Questions on Chain Rule of Differentiation: Part 6 (in Hindi)

Questions on Chain Rule of Differentiation: Part 7 (in Hindi)

Questions on Chain Rule of Differentiation: Part 8 (in Hindi)

Questions on Chain Rule of Differentiation: Part 9 (in Hindi)

Questions on Chain Rule of Differentiation: Part 10 (in Hindi)

Questions based on Differentiation of Implicit Functions

Differentiation of Implicit Functions: Part 1 (in Hindi)

Questions based on Differentiation of Implicit functions

Differentiation of Implicit Functions: Part 2 (in Hindi)

Differentiation of Implicit Functions: Part 3 (in Hindi)

Differentiation of Implicit Functions: Part 4 (in Hindi)

Differentiation of Implicit Functions: Part 5 (in Hindi)

Questions based on Logarithmic Differentiation

Differentiation of Logarithmic Functions: Part 1 (in Hindi)

Differentiation of Logarithmic Functions: Part 2 (in Hindi)

Differentiation of Logarithmic Functions: Part 3 (in Hindi)

Differentiation of Logarithmic Functions: Part 4 (in Hindi)

Differentiation of Logarithmic Functions: Part 5 (in Hindi)

Differentiation of Logarithmic Functions: Part 6 (in Hindi)

Differentiation of Logarithmic Functions: Part 7 (in Hindi)

Differentiation of Logarithmic Functions: Part 8 (in Hindi)

Questions based on Differentiation of Infinite Series

Differentiation of Infinite Series: Part 1 (in Hindi)

Differentiation of Infinite Series: Part 2 (in Hindi)

Questions based on Differentiation of Parametric Functions

Differentiation of Parametric Functions: Part 1 (in Hindi)

Differentiation of Parametric Functions: Part 2 (in Hindi)

Differentiation of Parametric Functions: Part 3 (in Hindi)

Questions on Differentiation of Parametric Functions

Differentiation of Parametric Functions: Part 4 (in Hindi)

Questions based on Differentiation of Inverse Functions

Differentiation of Inverse Functions: Part 1 (in Hindi)

Differentiation of Inverse Functions: Part 2 (in Hindi)

Differentiation of Inverse Functions: Part 3 (in Hindi)

Differentiation of Inverse Functions: Part 4 (in Hindi)

Differentiation of Inverse Functions: Part 5 (in Hindi)

Differentiation of Inverse Functions: Part 6 (in Hindi)

Questions based on Differentiation of one function with respect to other function

Differentiation of one function with respect to other function: Part 1 (in Hindi)

Differentiation of One function with respect to other function: Part 2 (in Hindi)

Questions based on Differentiation using Trigonometric Substitutions

Some Special Questions of Differentiation: Part 1 (in Hindi)

Don't fear Mathematics, but embrace it. Join me to see mathematics as an exercise, not a subject. Been doing that for 15 years


Maninder Singh Sidhu

In this course, we will learn to find derivatives of implicit functions, parametric functions and some other functions by using chain rule, product rule, quotient rule and also by logarithm in some cases

Differentiation in the Simplest Way for Class XII

Craze to explore knowledge with learner's!!
Selected IBPS RRB PO & UPSC CDS/NDA!!👍

Nikhil Yadav

This Course will cover each and every concept of Differentiability aspirants will clear there doubts very easily within 1 month hard work!!

Improving Differentiability With Simple Concepts: Class XII

I am currently studying B E in NMIT. I love mathematics and i have passion for teaching.

Varun Aithal

This course deals with the basic concepts of continuity and differentiability with all the different formulas and methods to find the derivative of a function and also its applications.

Continuity and Differentiation - Class 12

Pursuing B.ed!! Teaching experience more than 5 year!!  loves Mathematics !! Completed B.com and M.com!!


Meenakshi Garg

This is a Complete study of differentiation for Class 12

(Hindi) Differentiation: Class 12

This course will take you through Maxima and Minima in which we will discuss Local Maxima, Local Minima, Global Maximum and Global Minimum Points for any function in any interval. Based on that, we will also have multiple questions related to applications based on the concept of Maxima and Minima.

(Hindi) Maxima and Minima: Class XII CBSE

This course will take you through different concepts of Integration which include Introduction of Integration, Significance of Arbitrary Constant, Integration of different forms, Integration by Substitution, Integration of Rational Algebraic Functions by using Partial Fractions, etc.

Lessons

42 lessons • 9h 35m

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Introduction of Differentiation (in Hindi)

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Product Rule and Quotient Rule of Differentiation: Part 1 (in Hindi)

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Product Rule and Quotient Rule of Differentiation: Part 2 (in Hindi)

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Chain Rule of Differentiation (in Hindi)

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Questions on Chain Rule of Differentiation: Part 1 (in Hindi)

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Questions on Chain Rule of Differentiation: Part 2 (in Hindi)

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Questions on Chain Rule of Differentiation: Part 3 (in Hindi)

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Questions on Chain Rule of Differentiation: Part 4 (in Hindi)

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Questions on Chain Rule of Differentiation: Part 5 (in Hindi)

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Questions on Chain Rule of Differentiation: Part 6 (in Hindi)

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