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Lesson 3 : Super Illustrations of Rolle's Theorem ( In Hindi)
Lesson 3 of 18 • 6 upvotes • 13:47mins
Ashish Bajpai
In this lesson we have discussed some of the important Illustrations and concept of Rolle's Theorem.
(Hindi) Mastering Application of Derivatives : IIT JEE
18 lessons • 4h 8m
1
Lesson 1 Mean Value Theorem : Rolle's Theorem (in Hindi)
15:00mins
2
Lesson 2 Practice Illustrations of Rolle's Theorem (in Hindi)
13:41mins
3
Lesson 3 : Super Illustrations of Rolle's Theorem ( In Hindi)
13:47mins
4
Lesson 4 : Super Illustrations of Rolle's Theorem ( In Hindi)
13:55mins
5
Lesson 5 : Lagrange's Mean Value Theorem ( In Hindi)
12:45mins
6
Lesson 6 : Practice Illustrations on Lagrange's Mean Value Theorem ( In Hindi)
13:06mins
7
Lesson 7: Important Illustrations of Lagrange's Mean Value Theorem ( In Hindi)
14:43mins
8
Lesson 8: Very Important Illustrations of Mean Value Theorem ( In Hindi)
13:28mins
9
Lesson 9 : Application of Cubic Function: Study of Roots ( In Hindi)
15:00mins
10
Lesson 10: Super Polynomial Based Calculus Problems ( In Hindi)
15:00mins
11
Lesson 11: Understanding Cubic Polynomial & It's Naure of Roots through derivatives ( In Hindi)
12:31mins
12
Lesson 12 : Important Practice Illustrations of Application of Derivatives ( In Hindi)
15:00mins
13
Lesson 13: Introduction to Differential & Approximation ( In Hindi)
13:17mins
14
Lesson 14 : Important Illustrations of Differential Error & Approximation ( In Hindi)
15:00mins
15
Lesson 15 : Important Practice Illustrations of Differential & Approximation ( In Hindi)
12:21mins
16
Lesson 16: Derivative as a Rate of Change & Illustrations ( In Hindi)
13:06mins
17
Lesson 17: Motion Parameters as Rate Change & Illustrations ( In Hindi)
13:42mins
18
Lesson 18 : Important Illustrations of Rate Change in AOD ( In Hindi)
12:41mins
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