Teaching from last 5 years.Follow me on unacademy for latest updates. All your doubts will be cleared!

Sarthak Garg

In this course, the educator discusses starting from basic things from which you will be able to calculate THE AREA OF ANY DEFINED SHAPE VIA INTEGRATION PROCESS. Here you will learn applying definite Integration finding the Areas of Different curves which will be helpful for class 12 students.

CBSE Class 12

Hindi

(Hindi) Areas Under the Curve : Class 12

Application of Integrals

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)

This lesson give you my introduction. As well as about the course.

1. Introduction (in Hindi)

This course will give you an idea about how the things are presented in calculating the areas within the regions.

2. Overview (in Hindi)

List Of The Variety Of The Topics covered in the course .

3. Index (in Hindi)

Steps of information also, SKIP THIS LESSON TO THE NEXT (NOT IMP FOR ALL)

4. Steps to Begin With the Problem (in Hindi)

What do you mean by area under the curve ?? 
 The terms related to finding the area and all.

5. Theorem and Understanding (in Hindi)

Area curve lying on the x axis and similarly y axis, So according to that what is the formula of that via  Note 1 and Note 2.

6.Theorem and Pointed Notes (in Hindi)

Absicca and ordinate ,positive x axis ,y axis ,negative y axis,negative x axis.

7. Basic points to learn before proceeding to areas under the curve (in Hindi)

Distance Formula Used In Calculating Area Under The Curve Limits or Points.(Absicca & Ordinates)

8. Basic Points to Learn Before Proceeding to Area Under the Curve (in Hindi)

STEPS TO BE TAKEN FOR THE PROBLEM SOLVING OF AREAS UNDER THE CURVE.

9. STEPS OF SOLVING A PROBLEM.(in Hindi)

Application of the areas under the curve through example 1

10. EXAMPLE 1..(in Hindi)

Alternative way to solve the problem,  In this case integration is done by taking string horizontal i.e along y axis.

11. Alternative method of EXAMPLE 1..(in Hindi)

To find the area of the elliptical curve via integration.

12. EXAMPLE 2..(in Hindi)

Calculating area between parabola and its latus rectum via integration.

13. ILLUSTRATION BASED QUESTIONS..(in Hindi)

Skeching the region and finding the area of the parabolic curve facing towards neagtive y axis.

14. ILLUSTRATION BASED QUESTIONS..(in Hindi)

Region bounded by the curve and y axis,  also integrating the x function.

15. ILLUSTRATION BASED QUESTIONS..(in Hindi)

Finding the area bounded between two curves as y2-y1 .

16. ILLUSTRATION BASED QUESTION..(in Hindi)

B.Tech in CSE, Passionate for Mathematics, Love to share the knowledge, Youtuber (Mathsect)

Arpit Agarwal

In this courseeducator willI give the solution of each and every question of NCERT of Class 12 Maths. Solutions are followed by theory part in which topics are choosen in such a way that topic associated with that particular exercise is covered first.

(Hindi) Differential Equation Chapter 9 (NCERT) with Detailed Solution : Class 12 Board

Suyash Goyal

This course will take you through the concept of Differential Equations which will include linear differential equations, formation of differential equations, Equations in variable separable form, Equations reducible to variable separable form, Homogeneous Differential Equations, use of Integrating Factor and Applications of Differential Equations.

Differential Equations: Class XII CBSE

🔷 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 discusses some important 6 or 4 marks questions which are based on different topics such as probability application of integration indefinite and definite integration etc

(Hindi) Some important questions based on different topics - 6 or 4 markers: Class XII CBSE

learner, now I am educator. great platform. BSC MSC (maths), 

Diksha Gupta

this course tell about application of integral. we are calculating area under the curve using integral.

National Science Quiz Winner, an electronics engineer.Degree in Programming and Data Science from IIT Madras..

Alok Pandey

This is very important chapter of calculus because in this lesson we are going to learn about the Applications of integrals.
And i thinks that application is very important for any course.
I will teach the this lesson in very lucid manner.

(Hindi) Application of Integrals

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

16 lessons • 2h 6m

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1. Introduction (in Hindi)

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2. Overview (in Hindi)

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3. Index (in Hindi)

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4. Steps to Begin With the Problem (in Hindi)

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5. Theorem and Understanding (in Hindi)

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6.Theorem and Pointed Notes (in Hindi)

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7. Basic points to learn before proceeding to areas under the curve (in Hindi)

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8. Basic Points to Learn Before Proceeding to Area Under the Curve (in Hindi)

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9. STEPS OF SOLVING A PROBLEM.(in Hindi)

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10. EXAMPLE 1..(in Hindi)

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