Suyash Goyal

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.

CBSE Class 12

Hindi

(Hindi) Maxima and Minima: Class XII CBSE

Applications of Derivatives

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 Maxima, Minima, Maximum Value, Minimum Value, Local Maxima & Local Maximum Value for any function y=f(x)

Introduction of Maxima and Minima (in Hindi)

Introduction of Local Minima, Local Minimum Value and Describing Local Maxima in terms of Derivative

Introduction of Maxima and Minima: Part 2 (in Hindi)

Describing Local Minima in terms of Derivative and Introduction of Higher Order Derivatives with suitable examples

Introduction of Maxima and Minima: Part 3 (in Hindi)

Introduction of Point of Inflection and Second Order Derivative Test along with some examples

Introduction of Maxima and Minima: Part 4 (in Hindi)

Questions on Maxima and Minima: Part 1 (in Hindi)

Questions on Maxima and Minima: Part 2 (in Hindi)

Questions on Maxima and Minima: Part 3 (in Hindi)

Questions on Maxima and Minima: Part 4 (in Hindi)

Questions on Maxima and Minima: Part 5 (in Hindi)

Questions on Maxima and Minima: Part 6 (in Hindi)

Questions on Maxima and Minima: Part 7 (in Hindi)

Questions on Maxima and Minima: Part 8 (in Hindi)

Questions on Maxima and Minima: Part 9 (in Hindi)

Questions on Maxima and Minima: Part 10 (in Hindi)

Questions on Maxima and Minima: Part 11 (in Hindi)

Questions on Maxima and Minima: Part 12 (in Hindi)

Questions on Maxima and Minima: Part 13 (in Hindi)

Questions on Maxima and Minima: Part 14 (in Hindi)

Questions on Maxima and Minima: Part 15 (in Hindi)

Questions on Maxima and Minima: Part 16 (in Hindi)

Questions on Maxima and Minima: Part 17 (in Hindi)

Questions on Maxima and Minima: Part 18 (in Hindi)

Questions on Maxima and Minima: Part 19 (in Hindi)

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.

(Hindi) Integration: CBSE Class 12

This course will take you through different Applications of Derivatives which include Derivative as a Rate Measurer, Tangents, Normal, Increasing and Decreasing Functions.

(Hindi) Application of Derivatives: Class 12 NCERT

Hello everyone ! I am Ankit Sarraf. I am very excited about teaching on unacademy. It's a great opportunity for me. I am an engineering stud

Ankit Sarraf

In this chapter we will study about differentiation of different functions for CBSE Class 12th

(Hindi) Differentiation for CBSE Class 12th

M.sc in mathematics 😊/experience 5 year/qualified mathematics olympiad/follow me academic maths👈/Presently teaching in Expert tutorial🎓

Sachin Srivastava

This course deals with applications of derivatives in various disciplines and it will also help in learning how to use derivatives to determine rate of change, equations of tangents and normals, turning points of graphs, etc.

(Hindi) Application of Derivatives

B.Sc, B.Ed,M.Sc(mathematics)
HTET Qualified (Level-3)
Exp:- 4 years
keep learning because
" Learning is the ultimate key to success"

Manika Arora

In this course, Manika shall be discussing application of Derivative for Class 12th. The course is narrated in Hindi

(Hindi) Application Of Derivative For Class 12

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.

Lessons

23 lessons • 5h 40m