Laplace Transform of Derivatives & Integrals 📊

Learn how Laplace Transforms of derivatives and integrals relate to the original functions in this insightful video.

Laplace Transform of Derivatives & Integrals 📊
Dr. Trefor Bazett
181.8K views ‱ Mar 18, 2020
Laplace Transform of Derivatives & Integrals 📊

About this video

In this video we take the Laplace Transform of derivatives or integrals. What's amazing is that these result in expressions entirely in terms of the original function. This will be important for us when we take the Laplace Transform of a differential equation because it will convert an ODE with initial conditions into an algebraic equation we can hopefully solve more easily.

Formulas:
1) L{f(t)}=sF(s)-f(0)
2)L{ integral from 0 to t of f(tau)} = F(s)/s

This is part of my series on the Laplace Transforms in my Differential Equations Playlist: https://www.youtube.com/playlist?list=PLHXZ9OQGMqxcJXnLr08cyNaup4RDsbAl1

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Video Information

Views

181.8K

Likes

2.6K

Duration

7:48

Published

Mar 18, 2020

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