Канал: Mathematics For All By Dr. Santosh Desai

Laplace transform of integrals and examples

Laplace transform of integrals and examples

Laplace transform of derivatives and Examples |Lec-09|

Laplace transform of derivatives and Examples |Lec-09|

Evaluation of integrals using Laplace Transform | Lec-08|

Evaluation of integrals using Laplace Transform | Lec-08|

Division by t rule | Laplace transform of f(t)/t | Lec-07|

Division by t rule | Laplace transform of f(t)/t | Lec-07|

Multiplication by t^n | Multiplication by t in Laplace transform |Lec-06|

Multiplication by t^n | Multiplication by t in Laplace transform |Lec-06|

first shifting property in laplace transform-Examples | Lect-05|

first shifting property in laplace transform-Examples | Lect-05|

Examples on linearity property of laplace transform |Lec-04|

Examples on linearity property of laplace transform |Lec-04|

properties of laplace transforms |Lect-03|

properties of laplace transforms |Lect-03|

laplace transforms of elementary functions |Lect-02|

laplace transforms of elementary functions |Lect-02|

Laplace transform |Lecture-01|

Laplace transform |Lecture-01|

General method of finding particular integral

General method of finding particular integral

Variable Separable Method

Variable Separable Method

Particular integral case 5 | Particular integral for x=x^mV

Particular integral case 5 | Particular integral for x=x^mV

Order and degree of differential equation | GATE engineering mathematics

Order and degree of differential equation | GATE engineering mathematics

Particular integral case 4| Particular integral for x=e^ax V

Particular integral case 4| Particular integral for x=e^ax V

Particular Integral for x = x^m | particular integral case 3

Particular Integral for x = x^m | particular integral case 3

Particular integral for x=sin ax| particular integral for X=cos ax | particular case 2

Particular integral for x=sin ax| particular integral for X=cos ax | particular case 2

Particular integral for X = e^ax | Particular integral case 1

Particular integral for X = e^ax | Particular integral case 1

Rules for finding complementary function

Rules for finding complementary function

Cayley hamilton Theorem|GATE Engineering Mathematics|

Cayley hamilton Theorem|GATE Engineering Mathematics|

Eigen Values and Eigen Vectors|GATE Engineering Mathematics|

Eigen Values and Eigen Vectors|GATE Engineering Mathematics|

Solution of System of Homogeneous Linear Equations

Solution of System of Homogeneous Linear Equations

Solution of System of nonhomogeneous linear equation: GATE Engineering Mathematics

Solution of System of nonhomogeneous linear equation: GATE Engineering Mathematics

GATE 2004 Solution: Engineering Mathematics-Linear Algera

GATE 2004 Solution: Engineering Mathematics-Linear Algera

GATE 2003 Paper Solution: Engineering Mathematics-Linear Algebra

GATE 2003 Paper Solution: Engineering Mathematics-Linear Algebra

L-05 Rank of Matrix (GATE Engineering Mathematics-Linear Algebra)

L-05 Rank of Matrix (GATE Engineering Mathematics-Linear Algebra)

L-04 Adjoint and Inverse of Matrix (GATE Engineering Mathematics)

L-04 Adjoint and Inverse of Matrix (GATE Engineering Mathematics)

L-03 Determinant (Gate Engineering Mathematics)

L-03 Determinant (Gate Engineering Mathematics)

Inverse of 2 × 2 and 3× 3 matrix... Short cut method

Inverse of 2 × 2 and 3× 3 matrix... Short cut method

Linear Differential Equation-Rules to Find Complementary Function

Linear Differential Equation-Rules to Find Complementary Function

L-02 Examples on Matrix Multiplication and Transpose of Matrix (GATE Engineering Mathematics)

L-02 Examples on Matrix Multiplication and Transpose of Matrix (GATE Engineering Mathematics)

L-01-GATE Engineering Mathematics Linear algebra

L-01-GATE Engineering Mathematics Linear algebra

Linear Differential Equation of order n with constant Coefficient-001

Linear Differential Equation of order n with constant Coefficient-001