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#### shaalaa.com | Basic Differentiation

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Differentiation

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Basic Differentiation

00:09:15

00:09:15

Basic Differentiation Rules

00:22:49

00:22:49

Product Rule for Derivatives

00:15:16

00:15:16

Relationship between continuity and differentiability-left hand derivative and right hand derivative

00:14:02

00:14:02

Every differentiable function is continuous but converse is not true

00:07:07

00:07:07

Derivative of composite function-chain rule

00:16:26

00:16:26

Derivative of Inverse Functions

00:48:17

00:48:17

Derivative Rules for Inverse Trigonometric Functions Derived

00:29:57

00:29:57

Derivatives of Inverse Trigonometric (Example)

00:03:07

00:03:07

Derivatives of Parametric Functions

00:05:10

00:05:10

Derivatives of Logarithm Functions

00:02:33

00:02:33

Derivatives of Logarithm Functions

00:04:46

00:04:46

Derivative of Exponential Functions

00:27:24

00:27:24

Sum, Difference, Product & Quotient of Two Functions

00:06:16

00:06:16

Difference Quotient

00:14:56

00:14:56

Higher Order Derivative Introduction

00:08:46

00:08:46

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(if you have any topic related video then share link with us)### Description

- Revision- revision of derivative
- Relationship between continuity and differentiability-left hand derivative and right hand derivative (need and concept)
- Every differentiable function is continuous but converse is not true
- Derivative of composite function-chain rule
- Derivative of inverse function
- Derivative of inverse trigonometric function :
- Derivative of implicit function definition and examples
- Derivative of parametric function – definition of parametric function
- Exponential and logarithmic function
- Derivative of functions which are expressed in one of the following form a) product of functions, b) quotient of functions, c) higher order derivative, second order derivative d) [f
_{(x)}]^{[g(x)]}