Pooya Learning Club
Instruction
Calculus
Limit
Differentiation
Indefinite Integration
Definite Integration
Double Integration
Polar Double Integration
Triple Integration
Cylindrical Triple Integration
Spherical Triple Integration
Plot
2D Plot
2D Multiple Plot
2D Parametric Curve Plot
2D Polar Plot
3D Surface Plot
3D Parametric Curve Plot
3D Implicit Plot
Differential Equation
ODE
Laplace Transform
Inverse Laplace Transform
Linear Algebra
Single Equation
Systems of Equations $2\times 2$
Systems of Equations $3\times 3$
MAIN MENU
Instruction
Calculus
Limit
Differentiation
Indefinite Integration
Definite Integration
Double Integration
Polar Double Integration
Triple Integration
Cylindrical Triple Integration
Spherical Triple Integration
Plot
2D Plot
2D Multiple Plot
2D Parametric Curve Plot
2D Polar Plot
3D Surface Plot
3D Parametric Curve Plot
3D Implicit Plot
Differential Equation
ODE
Laplace Transform
Inverse Laplace Transform
Linear Algebra
Single Equation
System of Equations $2\times 2$
System of Equations $3\times 3$
To calculate Laplace Transform of $f(t)$: $$\mathcal{L} \{f(t)\}=\int_{-\infty}^{+\infty} e^{-at}f(t)\;dt ,$$ enter the function $f$ only with the variable $t$.
$f(t)= $
Normal
Please wait