Laplace Transforms in Differential Equations π
Learn the basics of Laplace transforms and their application to solving ordinary differential equations in this introductory video.

Houston Math Prep
28.9K views β’ Jul 12, 2020

About this video
This ordinary differential equations video gives an introduction to Laplace transform. We give a general overview of how Laplace transforms are used to convert differential equations to algebraic expressions, and then an inverse Laplace transform is used to convert back to a solution for the differential equation. We show commonly used notations seen when working with Laplace transforms, and we introduce the integral definition for this integral transform.
0:00 What they are and when they are used
1:20 Common notations
2:38 Integral definition of the transform
Houston Math Prep Differential Equations Playlist: https://www.youtube.com/playlist?list=PLbYOkEbzW902GJZswbMnWHQaP4kKMS2TV
Houston Math Prep YouTube: https://www.youtube.com/user/HoustonMathPrep
0:00 What they are and when they are used
1:20 Common notations
2:38 Integral definition of the transform
Houston Math Prep Differential Equations Playlist: https://www.youtube.com/playlist?list=PLbYOkEbzW902GJZswbMnWHQaP4kKMS2TV
Houston Math Prep YouTube: https://www.youtube.com/user/HoustonMathPrep
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Video Information
Views
28.9K
Likes
374
Duration
4:05
Published
Jul 12, 2020
User Reviews
4.5
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