shaalaa.com
S

Video tutorials - Mathematics: Calculus - Continuity and Differentiability CBSE 12th, PUC Karnataka CBSE (Central Board of Secondary Education)

Account
User


Login
Register


      Forgot password?
Share
Notifications

View all notifications
Books Shortlist
Your shortlist is empty
Subject  Mathematics
Topic  Calculus - Continuity and Differentiability

shaalaa.com | Continuity and Differentiability part 1 (Calculus Introduction)

shaalaa.com


Next video


shaalaa.com


Continuity and Differentiability part 1 (Calculus Introduction) [00:07:41]
S

Series 1: playing of 37

Continuity and Differentiability
0%


Continuity and Differentiability part 1 (Calculus Introduction)
00:07:41
Continuity and Differentiability part 2 (Why calculus)
00:12:47
Continuity and Differentiability part 3 (Definition Continuity)
00:11:00
Continuity and Differentiability part 4 (Example continuity at point)
00:12:51
Continuity and Differentiability part 5 (Example continuity at point)
00:12:12
Continuity and Differentiability part 6 (Example point of discontinuity)
00:13:39
Continuity and Differentiability part 7 (Example point of discontinuity)
00:09:27
Continuity & Differentiability part 8 (Continuous function)
00:11:50
Continuity and Differentiability part 9 (Example Continuous function)
00:12:27
Continuity and Differentiability part 10 (Example Continuous function)
00:14:02
Continuity and Differentiability part 11 (Algebra Continuous function)
00:14:19
Continuity and Differentiability part 12 (Continuity composite function)
00:06:40
Continuity and Differentiability part 13 (Differentiability Intro)
00:10:59
Continuity and Differentiability part 14 (Proof derivative xn sin cos tan)
00:14:42
Continuity and Differentiability part 15 (Algebra of Derivatives)
00:12:55
Continuity and Differentiability part 16 (Chain Rule of derivative)
00:09:39
Continuity and Differentiability part 17 (Example Chain rule derivative)
00:07:56
Continuity and Differentiability part 18 (Example Chain rule derivative)
00:10:49
Continuity and Differentiability part 19 (Derivative implicit function)
00:13:23
Continuity and Differentiability part 20 (Example Derivative implicit function)
00:12:17
Continuity and Differentiability part 21 (Derivative inverse trigono function)
00:13:51
Continuity and Differentiability part 22 (Example Derivative inverse trigono)
00:13:46
Continuity and Differentiability part 23 (Exponential functions)
00:08:46
Continuity and Differentiability part 24 (Logarithimic functions)
00:14:04
Continuity and Differentiability part 25 (Properties of logs)
00:10:05
Continuity and Differentiability part 26 (Derivative exponential and log)
00:11:04
Continuity and Differentiability part 27 (Example Differential exponential log)
00:11:45
Continuity and Differentiability part 28 (Logarithimic Differentiation)
00:09:47
Continuity and Differentiability part 29 (Example Logarithimic Derivative)
00:09:24
Continuity and Differentiability part 30 (Example Logarithimic Derivative)
00:08:35
Continuity and Differentiability part 31 (Example Logarithimic Derivative)
00:11:16
Continuity and Differentiability part 32 (Derivative parametric function)
00:05:46
Continuity and Differentiability part 33 (Example Derivative parametric fx)
00:13:38
Continuity and Differentiability part 34 (Second Order Derivative)
00:08:34
Continuity and Differentiability part 35 (Example Second Order Derivative)
00:14:22
Continuity and Differentiability part 36 (Rolls theorem)
00:07:21
Continuity and Differentiability part 37 (Mean Value theorem)
00:13:53

Feedback

Description

  • Continuity and differentiability, derivative of composite functions, chain rule, derivatives of inverse trigonometric functions, derivative of implicit functions. Concept of exponential and logarithmic functions.
  • Derivatives of logarithmic and exponential functions. Logarithmic differentiation, derivative of functions expressed in parametric forms. Second order derivatives. Rolle's and Lagrange's Mean Value Theorems (without proof ) and their geometric interpretation.
S