Solving Differential Equation Using Laplace transform Example 2
Victoria Benedict Elgamal
Solving Differential Equation Using Laplace transform Example 2
21:10
Using Laplace Transform to Solve Differential Equation Example 1
Victoria Benedict Elgamal
Using Laplace Transform to Solve Differential Equation Example 1
23:35
Using Laplace Transform to Solve Differential Equation** Introduction***
Victoria Benedict Elgamal
Using Laplace Transform to Solve Differential Equation** Introduction***
13:57
INVERSE Laplace transform using (completing square method) Example 7 /ENGINEERING MATHEMATICS
Victoria Benedict Elgamal
INVERSE Laplace transform using (completing square method) Example 7 /ENGINEERING MATHEMATICS
7:27
INVERSE LAPLACE TRANSFORM USING PARTIAL FRACTION/ENGINEERING MATHEMATICS EXAMPLE 6
Victoria Benedict Elgamal
INVERSE LAPLACE TRANSFORM USING PARTIAL FRACTION/ENGINEERING MATHEMATICS EXAMPLE 6
18:45
INVERSE LAPLACE TRANSFORM USING PARTIAL FRACTION/ENGINEERING MATHEMATICS EXAMPLE 5
Victoria Benedict Elgamal
INVERSE LAPLACE TRANSFORM USING PARTIAL FRACTION/ENGINEERING MATHEMATICS EXAMPLE 5
23:18
INVERSE LAPLACE TRANSFORM ENGINEERING MATHEMATICS using complete square method
Victoria Benedict Elgamal
INVERSE LAPLACE TRANSFORM ENGINEERING MATHEMATICS using complete square method
2:32
INVERSE LAPLACE TRANSFORM/ENGINEERING MATHEMATICS ( EXAMPLE 5)
Victoria Benedict Elgamal
INVERSE LAPLACE TRANSFORM/ENGINEERING MATHEMATICS ( EXAMPLE 5)
17:21
INVERSE LAPLACE TRANSFORM ENGINEERING MATHEMATICS EXAMPLE 4
Victoria Benedict Elgamal
INVERSE LAPLACE TRANSFORM ENGINEERING MATHEMATICS EXAMPLE 4
14:04
INVERSE LAPLACE TRANSFORM/ENGINEERING MATHEMATICS EXAMPLE 3
Victoria Benedict Elgamal
INVERSE LAPLACE TRANSFORM/ENGINEERING MATHEMATICS EXAMPLE 3
9:12
INVERSE LAPLACE TRANSFORM/ENGINEERING MATHEMATICS ( EXAMPLE 2)
Victoria Benedict Elgamal
INVERSE LAPLACE TRANSFORM/ENGINEERING MATHEMATICS ( EXAMPLE 2)
10:11
INVERSE LAPLACE TRANSFORM/ENGINEERING MATHEMATICS (EXAMPLE 1)
Victoria Benedict Elgamal
INVERSE LAPLACE TRANSFORM/ENGINEERING MATHEMATICS (EXAMPLE 1)
16:20
INVERSE LAPLACE TRANSFORM INTRODUCTION/ENGINEERING MATHEMATICS
Victoria Benedict Elgamal
INVERSE LAPLACE TRANSFORM INTRODUCTION/ENGINEERING MATHEMATICS
19:40
LAPLACE TRANSFORM/ ENGINEERING MATHEMATICS
Victoria Benedict Elgamal
LAPLACE TRANSFORM/ ENGINEERING MATHEMATICS
2:35
LAPLACE TRANSFORM/ENGINEERING MATHEMATICS Example 2
Victoria Benedict Elgamal
LAPLACE TRANSFORM/ENGINEERING MATHEMATICS Example 2
8:27
#Lapla#transform#linearequation
Victoria Benedict Elgamal
#Lapla#transform#linearequation
2:39
LAPLACE TRANSFORM/ ENGINEERING MATHEMATICS/ LINEAR EQUATION (EXAMPLE 1)
Victoria Benedict Elgamal
LAPLACE TRANSFORM/ ENGINEERING MATHEMATICS/ LINEAR EQUATION (EXAMPLE 1)
3:34
SECOND SHIFT THEOREM /LAPLACE TRANSFORM/ ENGINEERING MATHEMATICS ( EXAMPLE 3)
Victoria Benedict Elgamal
SECOND SHIFT THEOREM /LAPLACE TRANSFORM/ ENGINEERING MATHEMATICS ( EXAMPLE 3)
12:17
SECOND SHIFT THEOREM/LAPLACE TRANSFORM/ ENGINEERING MATHEMATICS ( EXAMPLE 2)
Victoria Benedict Elgamal
SECOND SHIFT THEOREM/LAPLACE TRANSFORM/ ENGINEERING MATHEMATICS ( EXAMPLE 2)
13:10
SECOND SHIFT THEOREM/ LAPLACE TRANSFORM/ ENGINEERING MATHEMATICS (INTRODUCTION) AND EXAMPLES
Victoria Benedict Elgamal
SECOND SHIFT THEOREM/ LAPLACE TRANSFORM/ ENGINEERING MATHEMATICS (INTRODUCTION) AND EXAMPLES
15:23
#Laplace#transform#education#engineering#mathematics#First shirt theorem
Victoria Benedict Elgamal
#Laplace#transform#education#engineering#mathematics#First shirt theorem
0:08
FIRST SHIFT THEOREM/LAPLACE TRANSFORM/ ENGINEERING MATHEMATICS EXAMPLE 4
Victoria Benedict Elgamal
FIRST SHIFT THEOREM/LAPLACE TRANSFORM/ ENGINEERING MATHEMATICS EXAMPLE 4
15:29
FIRST SHIFT THEOREM/LAPLACE TRANSFORM ENGINEERING MATHEMATICS
Victoria Benedict Elgamal
FIRST SHIFT THEOREM/LAPLACE TRANSFORM ENGINEERING MATHEMATICS
26:11
LAPLACE TRANSFORM: INTRODUCTION TO FIRST SHIFT THEOREM/ENGINEERING MATHEMATICS WITH EXAMPLES
Victoria Benedict Elgamal
LAPLACE TRANSFORM: INTRODUCTION TO FIRST SHIFT THEOREM/ENGINEERING MATHEMATICS WITH EXAMPLES
11:05
LAPLACE TRANSFORM: FIRST SHIFT THEOREM /DERIVING/ENGINEERING MATHEMATICS
Victoria Benedict Elgamal
LAPLACE TRANSFORM: FIRST SHIFT THEOREM /DERIVING/ENGINEERING MATHEMATICS
6:38
LAPLACE TRANSFORM: of f(t)= ( t e^4t) and t Cos 5t using the first principle Detailed Examples
Victoria Benedict Elgamal
LAPLACE TRANSFORM: of f(t)= ( t e^4t) and t Cos 5t using the first principle Detailed Examples
37:26
LAPLACE TRANSFORM OF Sin ^2 t using the first principle/ Engineering Mathematics (Sin 'Squared' t)
Victoria Benedict Elgamal
LAPLACE TRANSFORM OF Sin ^2 t using the first principle/ Engineering Mathematics (Sin 'Squared' t)
21:41
Laplace transform of e^4t cos 5t using the first principle Example 1/ Engineering Mathematics
Victoria Benedict Elgamal
Laplace transform of e^4t cos 5t using the first principle Example 1/ Engineering Mathematics
20:36
Laplace transform of f(t)=t and t^2 using first principle
Victoria Benedict Elgamal
Laplace transform of f(t)=t and t^2 using first principle
26:02
Laplace transform: Derivative of (Cosh at) using first principle
Victoria Benedict Elgamal
Laplace transform: Derivative of (Cosh at) using first principle
18:52
Laplace transform: of Cosh 7t using the first principle
Victoria Benedict Elgamal
Laplace transform: of Cosh 7t using the first principle
15:16
Laplace transform: Sinh at using first principle Derivative
Victoria Benedict Elgamal
Laplace transform: Sinh at using first principle Derivative
18:17
Laplace transform: Derivative of Sinh at using first principle
Victoria Benedict Elgamal
Laplace transform: Derivative of Sinh at using first principle
18:35
Laplace transform of Cos 3t using the first principle :Example 1
Victoria Benedict Elgamal
Laplace transform of Cos 3t using the first principle :Example 1
14:14
Laplace transform: Deriving Cos at using the first principle
Victoria Benedict Elgamal
Laplace transform: Deriving Cos at using the first principle
14:18
Laplace transform (Derivative of sin at) and example of sin 2t
Victoria Benedict Elgamal
Laplace transform (Derivative of sin at) and example of sin 2t
25:32
Introduction to Binomial expansion
Victoria Benedict Elgamal
Introduction to Binomial expansion
9:45
Derivative/ Differential of Sec inverse (fx), trigonometry
Victoria Benedict Elgamal
Derivative/ Differential of Sec inverse (fx), trigonometry
7:31
Derivative/Differential of Sec inverse of (a/x) Trigonometry function
Victoria Benedict Elgamal
Derivative/Differential of Sec inverse of (a/x) Trigonometry function
6:47
Derivative/ Differential cot inverse (a/x) trigonometry function
Victoria Benedict Elgamal
Derivative/ Differential cot inverse (a/x) trigonometry function
5:42
Derivative/Differential of Cosecant inverse (fx)
Victoria Benedict Elgamal
Derivative/Differential of Cosecant inverse (fx)
7:34
Derivative Differential of inverse trigonometric function of Cot (fx)
Victoria Benedict Elgamal
Derivative Differential of inverse trigonometric function of Cot (fx)
5:44
Differential of logarithmic form of inverse hyperbolic function
Victoria Benedict Elgamal
Differential of logarithmic form of inverse hyperbolic function
9:16
Derivative/Differential of inverse hyperbolic function using logarithmic method(y=tanh-1 1/4)
Victoria Benedict Elgamal
Derivative/Differential of inverse hyperbolic function using logarithmic method(y=tanh-1 1/4)
11:05
Derivative/Differential of cos inverse a/x
Victoria Benedict Elgamal
Derivative/Differential of cos inverse a/x
6:43
Derivative/ Differential of cos inverse f(x)
Victoria Benedict Elgamal
Derivative/ Differential of cos inverse f(x)
6:36
Derivative/Different of tan inverse of a/x
Victoria Benedict Elgamal
Derivative/Different of tan inverse of a/x
5:34
Differential/Derivative of tan inverse of F(x)
Victoria Benedict Elgamal
Differential/Derivative of tan inverse of F(x)
5:25
Differential/Derivative of a function raised to power of a function
Victoria Benedict Elgamal
Differential/Derivative of a function raised to power of a function
9:32
Differential/Derivative of a function raised to a power of a function
Victoria Benedict Elgamal
Differential/Derivative of a function raised to a power of a function
9:32
Differential/ Derivative of hyperbolic function y=sinh at, cosh at
Victoria Benedict Elgamal
Differential/ Derivative of hyperbolic function y=sinh at, cosh at
9:37
Differential/Derivative of hyperbolic function of (sinh at, cosh at, Tanh at
Victoria Benedict Elgamal
Differential/Derivative of hyperbolic function of (sinh at, cosh at, Tanh at
19:24
Differential/Derivative of hyperbolic function (y=Tanh at)
Victoria Benedict Elgamal
Differential/Derivative of hyperbolic function (y=Tanh at)
9:47
Derivative/Differential of a function raised to function Example 1
Victoria Benedict Elgamal
Derivative/Differential of a function raised to function Example 1
8:27
Derivative/Differential of implicit function 1
Victoria Benedict Elgamal
Derivative/Differential of implicit function 1
10:01
Differential/Derivatives of trigonometric function using the first principle Sinx
Victoria Benedict Elgamal
Differential/Derivatives of trigonometric function using the first principle Sinx
10:48
Laplace transform of sin(4t) from first principle example 1 (using two different methods)
Victoria Benedict Elgamal
Laplace transform of sin(4t) from first principle example 1 (using two different methods)
22:10
Introduction of Laplace Transform 1
Victoria Benedict Elgamal
Introduction of Laplace Transform 1
8:46
Logarithmic Derivatives/ Differential Example3
Victoria Benedict Elgamal
Logarithmic Derivatives/ Differential Example3
11:15
Logarithmic Derivatives/Differential 2
Victoria Benedict Elgamal
Logarithmic Derivatives/Differential 2
14:11
Chain rule/Function of Function Derivatives/Differential
Victoria Benedict Elgamal
Chain rule/Function of Function Derivatives/Differential
3:45
Logarithmic Differential/Derivatives introduction
Victoria Benedict Elgamal
Logarithmic Differential/Derivatives introduction
10:45
Successive Differential/Derivatives
Victoria Benedict Elgamal
Successive Differential/Derivatives
10:12
Differential/Derivative using the first principle
Victoria Benedict Elgamal
Differential/Derivative using the first principle
35:20
Coplanar Vector
Victoria Benedict Elgamal
Coplanar Vector
14:31
Culculating for an Orthoganal Vector
Victoria Benedict Elgamal
Culculating for an Orthoganal Vector
3:45
Cross priduct of a vector
Victoria Benedict Elgamal
Cross priduct of a vector
13:03
introduction to vectors and Dot product of a vector
Victoria Benedict Elgamal
introduction to vectors and Dot product of a vector
16:20
Inverse of a 3×3 matrix
Victoria Benedict Elgamal
Inverse of a 3×3 matrix
17:09
Inverse method matrix calculation
Victoria Benedict Elgamal
Inverse method matrix calculation
19:58
Inverse of a matrix
Victoria Benedict Elgamal
Inverse of a matrix
15:19
Application of Determinant
Victoria Benedict Elgamal
Application of Determinant
16:53
Determinant of a matrix
Victoria Benedict Elgamal
Determinant of a matrix
8:33
Maclaurin's of sin^2 x
Victoria Benedict Elgamal
Maclaurin's of sin^2 x
17:17
Maclaurin's series with an integral of cos
Victoria Benedict Elgamal
Maclaurin's series with an integral of cos
30:02
Maclaurin's series of ln(1+x)
Victoria Benedict Elgamal
Maclaurin's series of ln(1+x)
28:25
Multiplication of 2×2, and 3×3 matrix
Victoria Benedict Elgamal
Multiplication of 2×2, and 3×3 matrix
14:36
Introduction to matrix(Addition and Subtraction of matrix)
Victoria Benedict Elgamal
Introduction to matrix(Addition and Subtraction of matrix)
15:45
Introduction to Maclaurin's series
Victoria Benedict Elgamal
Introduction to Maclaurin's series
15:21