Founder @ "JEEnlight.com" | YouTube @ "Abhishek Mishra [IIT Kgp]" | PhD in Neuroscience, Germany | IIT Kharagpur B.Tech | Mathematics

Abhishek Mishra

Derivatives are applied in many different situations to determine rate of change of quantities, find equations of tangent and normal to a curve of a point, Maxima and minima , increasing & decreasing functions. There are many applications of Derivatives. In this course we will learn about some areas where we apply Derivatives, in order to find relevant information.

CBSE Class 12

English

Application of Derivatives: Class XII NCERT Mathematics

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)

We have a brief look at the course overview. Different areas where we will apply our knowledge of Derivatives.

Application of Derivatives : Course Overview

We solve some examples based on rate of change of quantities.

Determine Rate of Change of Quantities

We solve some examples for rate of change of quantities.

Rate of change of quantities : Solved Examples

We understand the concept of increasing & decreasing function.

Increasing or Decreasing Functions?

We understand the relation between sign of derivative in an interval, and if the function is increasing or decreasing in that interval.

Relation between Derivative and Increasing or Decreasing Function

We solve few problems to find out the intervals in which function is increasing or decreasing.

Increasing or Decreasing function - Solved Examples

We solve some more problems to find out the intervals in which function is increasing or decreasing.

Increasing or Decreasing function : Solved Examples - Part II

We understand how to find the equation of tangent and normal to a curve at a given point.

Equation of a tangent to a curve

We solve some examples to find out equation of tangent to a curve.

Equation of a tangent, normal to a curve : Solved Examples

We solve some more problems to find out the equation of tangent, normal to a curve.

Equation of a tangent, normal to curve : Solved Examples - Part II

We understand how we can approximate the change in function, using derivatives.

Approximations

We solve some examples based on our knowledge of approximations.

Approximations : Solved Examples

We solve some more problems of approximations, and introduce the motivation for finding Maxima & minima of a function.

Approximations : Solved Examples - Part II

We understand the concept of minimum & maximum value of a function in a given interval.

Maxima & Minima

We solve some examples and introduce the concept of local Maxima and minima.

Maxima & minima - Solved Examples

We understand the concept of local Maxima & minima. We also learn about the first derivative test.

First Derivative Test

We solve some examples based on first derivative test.

First Derivative Test : Solved Examples

We understand the second derivative test, and solve some problems.

Second Derivative Test

We solve some examples to find out points of local Maxima & Minima.

Derivative Test for Maxima, Minima - Solved Examples

We solve examples to find out the Maxima, minima of given function.

Solved Examples

We introduce the concept of absolute Maxima & minima.

Solved Examples - Part II

We solve some examples to find out absolute maximum & minimum values in a given closed interval.

Absolute Maxima, minima in a closed interval

🔷 YouTuber with more than 3.2 k Subscribers
🔷25 years teaching experience.
🔷I did my Masters in mathematics and also an BEd.

Anusuya Verma

In this course, the educator is discussing 
Some important questions of the definite integration, some important questions based on properties of definite integrals, some typical problems based on definite integrals

(Hindi) Class 12 Board: Some Important Questions Based on Definite Integration

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.

(Hindi) Maxima and Minima: Class XII CBSE

Retired Mechanical Engineer engaged in online tutoring(Math.),I have passion in tutoring I taught several US and Indian students up to J.E.E

Palak Maitra

This course covers the concept of Rate of change,tangent and normal equation of a function at a point,interval of increasing and decreasing,finding maxima and minima,miscelleneous problems

Application of Derivatives

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

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

Lessons

22 lessons • 5h 5m

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Application of Derivatives : Course Overview

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Determine Rate of Change of Quantities

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Rate of change of quantities : Solved Examples

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Increasing or Decreasing Functions?

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Relation between Derivative and Increasing or Decreasing Function

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Increasing or Decreasing function - Solved Examples

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Increasing or Decreasing function : Solved Examples - Part II

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Equation of a tangent to a curve

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Equation of a tangent, normal to a curve : Solved Examples

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Equation of a tangent, normal to curve : Solved Examples - Part II

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