Using convolution theorem obtain the inverse Laplace transform simple example

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In this video explained Using convolution theorem obtain the inverse Laplace transform simple example. This is a very easy method. Solving differential equations: The convolution theorem allows us to solve differential equations in a more efficient way. By taking the Laplace transform of both sides of the differential equation we can convert it into an algebraic equation that involves the Laplace transforms of the functions involved. Then using the convolution theorem we can easily find the inverse Laplace transform of the product of the Laplace transforms which gives us the solution to the differential equation.

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Thank you sir... easily understandable 👍😊

shivaniudagatti

What is the Laplace transform of
sinht / t?

Dkhebbal

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