Laplace Transformation|| Complete explanation with examples. #laplace #ode

In this video, we will discuss about Laplace transformation. Laplace transformation is a very important topic for math graduate and engineering students. Laplace transformation is very useful to solve ordinary differential equations. It is widely used in engineering, physics, control theory, and image processing to solve differential equations and analyze systems behavior over time. Laplace transformation is named after the famous Mathematician Pierre Simon Laplace.

This lecture mainly consists of three parts, first we discuss the definition of Laplace transformation, next we will try to find the Laplace transformation of some known functions such as polynomial, trigonometric, exponential etc, and at last we will discuss some properties of Laplace transformation.

Link for first shifting properties of Laplace Transform:

Link for second shifting properties:

Link for scaling properties of Laplace transformation:

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