Laplace Transform is a Linear Operator - Proof

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In this video I quickly prove the important property that the Laplace transform is a linear operator. This says that to take the Laplace transform of a linear combination of functions we take the Laplace transform of each term separately and add the result.

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PatrickJMT - no bs, just math! I actually needed this for work today and couldn't remember it - but I did remember your channel from my days in college so I decided to check if you had this up here. Thanks :D.

DorkusMalorkus

patrickJMT saved me so many times, thank you!

scottveron

Great videos as always! Just like to point out that in your "The Laplace Transform" this video, "Laplace Transform is a Linear Operator - Proof" is out of sequence, it should be in position 6, which is currently "Table of Laplace Transforms". At the end of this video you say you're going to show us a table of Laplace transformations, but you already did! Haha, anyhow, thanks for all the help!!!

peepsrock

@jowsley0923 nope. i write stuff up, make the video, and that is it!

patrickjmt

do you have printouts for all your notes?

jowsley

What does he mean by the laplace transform being linear?

ElJefe

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