Laplace Transforms: The First Translation Theorem || Full Tutorial

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This is a full tutorial on Laplace Transforms and the First Translation Theorem.
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Опубликовано:

13 окт 2024

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Комментарии : 24

@arjunsinha4015 2 года назад

Finally a one hour video

@ZaidKhan-su3ey 2 года назад

India me bhi yeh sab Padate he kya? 😅😅😅

@medaphysicsrepository2639 Год назад

thank you so much for presenting this in such a methodical way, I had alot of issues w the way my prof did it in class bc I felt like he wasnt showing as much work.

@biaandradesouza 2 года назад

This video came right on time for me. I was needing this. Thanks :)

@SuperYoonHo 2 года назад

Oh wow this I don't know yet but I'll need this later in my life. tHANKS A LOT MS!

@mj1653 2 года назад

You need WAY more subscribers. Your way of explaining things is really helpful.

@coleyoutubechannel 2 года назад

Thank you so MUCH, literally got my D.E midterm Wednesday and we are going over Laplace Transform. great timing!!!!

@sagarmajumder7806 2 года назад

This is a perfecto breakfast for me. Gracias sir.🙏🙏🙏

@peanutbrain100 2 года назад

Hello Math Sorcerer, I love your channel! I’m a finance graduate who recently decidedly to dive into the fascinating world of math. I’ve been collecting math books for self study but many of them lack answers to most if not all the problems. Is there a specific reason why many authors do this?

@TheMathSorcerer 2 года назад

Yeah maybe they have reasons. Some authors believe it’s better for people to figure stuff out themselves. Other times they write the book and since it’s being used for a class they think some teachers might not want all the answers. Some math books do have all the answers and some even have full solutions. But yeah, most don’t. It would be better if more had answers I think!

@ikechukwumichael1383 Год назад

Thank you my online maths mentor ❤

@TheMathSorcerer Год назад

Welcome!

@homamthewise6941 2 года назад

Another great vid as always

@DouglasHPlumb 2 года назад

It is so great that you posted this !!! Its so sad that I am just to busy with an online stats course to really give it its due consideration. I will be saving this video for future thinking about. I'm guessing that you are showing us a proof or deduction of the inverse - a line integral. I'm well practiced at Laplace and understand the forward transform - it really helps to know Fourier first for this and it's quite clear. How to invert without tables - not so much.