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🔵26 - Definition of Laplace Transform: Solving Basic Laplace Transforms
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In this lesson we are going to discuss the integral operator; Laplace Transform.
Laplace Transform is a very important tool in calculus which transforms a function of a real variable usually in the time domain into the s-domain or complex frequency domain.
We shall derive the laplace transform of certain basic functions and to solve some more examples
00:00 - Laplace Transform - Definition
02:57 - L(e^at)
08:05 - L(1)
10:00 - Basic Examples of Laplace Transforms
Playlists on various Course
1. Applied Electricity
2. Linear Algebra / Math 151
3. Basic Mechanics
4. Calculus with Analysis / Calculus 1 / Math 152
5. Differential Equations / Math 251
6. Electric Circuit Theory / Circuit Design
Make sure to watch till the end.
Like, share, and subscribe.
Thank you.
Laplace Transform is a very important tool in calculus which transforms a function of a real variable usually in the time domain into the s-domain or complex frequency domain.
We shall derive the laplace transform of certain basic functions and to solve some more examples
00:00 - Laplace Transform - Definition
02:57 - L(e^at)
08:05 - L(1)
10:00 - Basic Examples of Laplace Transforms
Playlists on various Course
1. Applied Electricity
2. Linear Algebra / Math 151
3. Basic Mechanics
4. Calculus with Analysis / Calculus 1 / Math 152
5. Differential Equations / Math 251
6. Electric Circuit Theory / Circuit Design
Make sure to watch till the end.
Like, share, and subscribe.
Thank you.
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