Laplace Transform of Unit Step Function u(t-a)

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Disclaimer: This video is for entertainment purposes only and should not be considered academic. Though all information is provided in good faith, no warranty of any kind, expressed or implied, is made with regards to the accuracy, validity, reliability, consistency, adequacy, or completeness of this information. Viewers should always verify the information provided in this video by consulting other reliable sources.

[kaih]

Please wear a lighter colour shirt as the writing can't be seen when you are right in front of it.
Good work. Thanks for teaching.

[arunavoseal]

Wouldn't the limits for 0 would be -∞<t<a?

[tiger]

How do you write backward like that? That's an amazing feat in and of itself Lol

[megankerins]

Thanks! Very clear explanation. I'm working on a proof of LP transforms using integration by parts and this is one of the most challenging parts, so I hope I'm able to complete the proof now.

[isakarabocek]

thank you so much, clear explanation 👏👏

[talkmaddy]

Very good explanation sir... Please wear white colour T-shirt while writing on glass.... Thanks.

[Alexys]

What can I do if I have something like u(t+a), for example e^-tu(t+2) ?

[franciscogallom.]

next time white tshirt haha thanks from argentina bro

[MakingVidsBreh]

Why does the bottom bound of the laplace integral become 'a' instead of staying as '0'? Is it because your "new 0" starts at 'a'--as far as the unit step function is concerned?

[jinxianlai]

the color of your clothes and font is same, i can't see the font clearly

[Rundas]

It would be really nice, if you could explain the formula for the inverse Laplace-Transform.
I think it's 1/(2*pi*i) * the integral from -i*infinity to i*infinity of Y(s)*e^st dt.
I didn't find any video on that so I would really appreciate that. ^^

[jamiereason]

Very good video mate, you're kind of in the way of the lower part of the equation though it's a bit hard to see it!

[y]

I wonder how did you shoot the video with mysteric glass in front of you.

[kurtbautista]

no way bro just started to write backwords lmfao

[photon]

i understood nothing, but thats just me

[BarryAllen__A]

This vid is awesome but can you do another vid with another example?

[ABHMughal]

It is so simple! I didn't perform well on my last quiz so had to search for the tutorial. Thanks for good explanation. I subscribe you!