One thing makes you outstanding and that is " you teach someone like he has just learnt counting"

Guy: *explains entire proof of the Laplace transform in less than 20 minutes* Also guy: "hope that helps, see ya next time" What a guy.

@knowitall6677

4 жыл бұрын

The only problem is if n is not an integer and you have to use a gamma function to determine n factorial.

@bredsj

3 жыл бұрын

@@knowitall6677 very important point you make, in my case n is real and positive so gamma function comes into play.

@philipricossa5000

3 жыл бұрын

8

@ericnyantenga

2 жыл бұрын

Kindly share your contact

Love your "learning by doing" approach. And you manage to do it without skipping out on the background or essence of the topic. Your series is a wonderful contribution.

@MathAndScience

4 жыл бұрын

I appreciate it!

This guy is so clear the Best Tutor for math together with organic Tutor.

masterclass of explaining, for some reason only very very VERY few people have this ability

Thank you sir. Your teaching approach is really top-notch.

Sir, You are amazing believe me. A detailed lecture to the beginners... Love from Pakistan.

@MathAndScience

4 жыл бұрын

Awesome thanks!

These videos are simply fantastic! Thank you from a 68 year old amateur mathematician

One of the best teacher I have seen.

I like the way you teach Laplace . Used to be my favorite subject in the Automotive Engineering class.

You are really patient and that makes you unique.Thank you so much

@MathAndScience

4 жыл бұрын

Thank you very much!

8:47 "bunch of junk" haha thanks for the tip 😅 youre amazing sir

You, sir, are an amazing teacher! Thank you so much for this wonderful lesson.

This makes so much more sense now, thank you!!

I still remember Laplace transforms from school. This is so much easier to understand. 🎉😅

@shkoomed3951

2 ай бұрын

Which country?

Wonderful explanation, thanks for your hard work, much appreciated.

Now i see things brighter. Thank you so much Sir your videos are very helpful.

You really are an amazing teacher. Thank you so much.

This really takes me back to my days at the XIT, great stuff!

Men you really helped me revise for my exam. My lecture has explained it in 3months but I didn't really get what he was talking about. The 20mins just saved me

Thanks for the clear explanation! Really appreciate your hard work.

This man knows too much about too many things. How the hell does he know this much about engineering, but then so much about chemistry and physics as well.

Buenisima explicacion….me gusta el tono de voz y su lenguaje corporal...owesome..your voice tone/level and body lenguage is the best way to teach math...in this case wich such complex topic as Laplce Transform….Actully you make it easy...thank you very much...Muchas gracias...

You'r such a patient teacher! Thank you

cool I love this guy. Thank you for your works

I want to convey how helpful your lessons are. I have a few professors that I refer to frequently since I often teach myself engineering concepts, and you are always the one I look for first. I will be paying for your courses when I get to some upper level EE courses. You explain things in a way that clicks extremely quickly for me. Thanks

@MathAndScience

4 жыл бұрын

Thanks so much! Good luck in your studies!

From where I can find a teacher like you sir! You r Gem and Asset of this world ❤️❤️ Love from Pakistan

You're an outstanding professor.

You really good at this i mean you explain everything step by step so well thank you so much

Your simply awesome Sir..if you tutored me math since when i was a kid,guess i would be the next Eistein.

@AbstractSurrealist

6 ай бұрын

He is simply creating to be extremely simpler . What a great teacher this guy is

You are amazing We need more videos from you, please.

@Nimiofalltrades

2 жыл бұрын

Totally agree with you

excellent explanations thank you sir.....

You are an amazing tutor

man you are great and sooooooooo smart you are realy a great teacher keep going

This guy is amazing.. thank you sir

Your awsome man you make me understand things by myslef!

very good explanation! keep it up , amazing

Thank You so much. This was amazing.

Nice work Sir.

Thank you very much Sir for your video is very helpful you are so amazing

This is well explained thankyou Sir

Thank you sir, Bless you

I have a very nice lecture ... Thank you..

thank you, great sir...

Thanks for saving my semester

This is great!

sir u are great !!

awesone teaching

Thank you very much Sir

this guy is a genius

Thank you so much

Great tutorials. To the point keep up the good work

when he said that by part equation feels ugly my loneliness disappeared

i swear your sooo much better than our teacher instead of class they would rather let youtube teach and use the saved money for something smarter...

@MathAndScience

2 жыл бұрын

Thank you!

this was super cool

Wow this man ❤

Thanku so much sir 😍🤩

Really Classy 👏😍

Thanks!

The best way uses u sub and noticing that multiplying by s^(n+1)/ s^(n+1) allows us to get a gamma function of n+1 over s^(N+1) immediately

thank you sir

I would like to write a python program for this and see how the values are spit out .. Great derivation ..

Thnk you.

Brilliant

The Brian Wilson of Laplace Transforms!

nobody could've explained this better than you did

This gets useful if the Laplace transform of a polynomial (for example a power series) is the sum of the Laplace transforms of each term.

9:50 Thanks for that. No one ever explained that in class.

@priyanshuchoudhary8319

4 жыл бұрын

You can simply use limits method to get 0.

Watching and trying really hard to learn I wish someone can mentor me on these

Wonderful....... do you have lecture series for Fourier transform?

thank god

And using it to solve matrix problems is the easiest!

I want to be honest. The idea of yielding to t to power 0 was confusing but now I know why ....thanks so much....inotherwrds u are saying a time will come when we have t to power n-n

Sir everything is really good. At 10:13, I just got one confusion where you applied the limit of integration for infinity. Doesn't it become infinity*0 and which is an undefined operation?

@proevo7781

4 жыл бұрын

Yes I have the same remark!

@The-Devils-Advocate

Жыл бұрын

The infinity grows slower than the 0 decays, so it getting closer and closer to zero, and when you have approached infinitely, you will be at 0

@kussiya9975

6 ай бұрын

Is there any way to prove it mathematically?? @@The-Devils-Advocate

@The-Devils-Advocate

6 ай бұрын

@@kussiya9975 I’m pretty sure you can use l’hopital’s

can you do a video on the ideal rocket equation?

If there is n>0 then why this formula is applied for L{t^(-1/2)}

Why is the "uv" part of the integration by parts evaluated from 0 to infiniti?

@insouciantFox

4 жыл бұрын

Because it is a definite integral, so you can’t have the variable in the answer. Therefore you evaluate it on the bounds. (0 and infinity in this case)

@adenurita7905

3 жыл бұрын

@@insouciantFox is it right? Im a beginner, please let me know

@insouciantFox

3 жыл бұрын

Ade Nurita Is what right? To evaluate it on the bounds? Yes. The answer? Also yes.

14:58 😂🤣 these don't come out of a black hat or a magic rainbow

Can you always neglect the integration constant????

this video might be capped at 720p but the content is 8K.

ı like the way you are explaining it like Im 5

(-1)^n+1 is needed before n!/s^n+1

Lecture 14 to 22 cut before the end.

What is the 's' in Laplace Transform ??......plz help me

@abdhoom786

6 жыл бұрын

S is simply the complex variable representing Frequency domain of the signal so transformed by the Laplace Transformation.

@navjotsingh2251

4 жыл бұрын

M.A.K s is the signal and t is time. e is the special mathematical number.

@vaughanwilliamson173

4 жыл бұрын

"s" is a complex number: s = a + jb where j is the imaginary operator - the square root of -1. In electrical engineering, a is often written as the greek letter "alpha" and represents a damping factor whilst jb is j * 2 * pi * frequency which is the angular frequency. Of course 2 * pi* frequency is often written as the greek letter "omega". Note that damping factor has units of "per second". Frequency is the inverse of period. Period is measured in seconds. The SI unit of frequency "Hertz" is thus also "per second". So "s" is often referred to as "complex frequency" containing real and imaginary parts. But don't limit Laplace transforms to electrical engineering!

You started with n>0 and later assumed that n was an integer and then reverted again to n>0

@IamNyatichi

3 жыл бұрын

Wow thank you

13:14 I don't understand how we came up with LT[1]

If n isn’t an integer the universe explodes

@AbstractSurrealist

6 ай бұрын

What happens when the universe or is it an inverse explodes ? That's why I respect this guy....he is a fraternal scholar !

study daw siya oh

L{e^-2t(1-u(t-1))} please solve this problem

My came just brained

Thank you Sir

@MathAndScience

5 жыл бұрын

Welcome! Jason, MathAndScience.com

Thanks!

@MathAndScience

Жыл бұрын

You bet! Thank you so much!

@MathAndScience

Жыл бұрын

Thanks so much!