11:31

Approximation using Taylor Polynomial

09:35

Taylor Series representation of logx about 1

15:11

Taylor Series

09:47

Modified Euler's Method Example1

13:10

Runge Kutta Method of Fourth Order - Example

09:25

Modified Euler's Method

13:08

Fourier Sine Transforn Ex4

09:06

Fourier Sine Transforn & Integral Representation Ex2

18:48

Fourier Transforn & Integral Representation Ex3

15:04

Fourier Integral Representation Ex1

08:55

Simpson's One Third Rule

09:46

Simpson's Three Eighth Rule

07:35

Trapezoidal Rule

08:16

Euler's Method

11:18

Euler's Method Example

12:39

Newton's Backward Interpolation

14:13

Newton's Forward Interpolation

16:06

Lagrange's Interpolation

12:47

Difference Operators

17:12

Introduction to Finite Difference

09:14

Cauchy's & Legendre's Differential Equations

07:27

Application of LDE in Electric Circuit

05:35

Symmetrical Simultaneous Differential Equations

07:47

Ordinary Simultaneous Differential Equations

08:29

General Method Example

08:11

Method of Variation of Parameters Example 3

08:31

Method of Variation of Parameters Example 2

08:23

Method of Variation of Parameters Example 1

06:10

Method of Variation of Parameters

10:51

PI short cut method5

08:08

PI short cut method6

16:15

PI short cut method4

14:32

PI short cut method2

08:59

PI short cut method1

10:54

General Method to find Particular Integral

11:23

Complementary Function of LDE with CC Examples - 2

14:50

Complementary Function of LDE with CC Examples - 1

07:29

Linear Differential Equations - Complementary Function for Complex Roots

10:03

Linear Differential Equations - Complementary Function for Repeated Roots

08:09

Introduction to Linear Differential Equations

13:14

Linear Differential Equations - Complementary Function

08:42

Moment of Inertia of an Arc and Verification of Perpendicular Axis Theorem

08:37

Moment of Inertia - Solid

09:44

Moment of Inertia

05:23

Moment of Inertia of a Plane Lamina(Area)

05:19

Centre of Gravity of Solid - Example

04:39

Centre of Gravity of an Area - Example

10:14

Centre of Gravity

03:55

Centre of Gravity of an Arc - Example

05:53

Triple integration - Transformation from Cartesian to Spherical Polar Coordinates

06:43

Area of Plane Region

08:20

Triple integration - Transformation from Cartesian to Cylindrical Polar Coordinates

07:54

Multiple Integral - Transformation from Cartesian to Polar

07:23

Coordinate Systems (Part-3/3) - Cylindrical Polar Coordinates

12:10

Coordinate Systems (Part-2/3) - Cartesian and Spherical Polar Coordinates for 3D

09:39

Coordinate Systems (Part-1/3) - Cartesian & Polar Coordinates (2D)

06:36

Change of Order of Integration

09:01

Double Integral - Finding limits & Order of Integration

10:03

Curve Tracing - Polar Curve

06:37

Vector Identities - Example