I really needed to see an example with shifts in the t-world and the s-world at the same time, thank you!
I enjoy hearing you talk, and this kind of problem now makes sense. Thanks, blackpenredpen!
Wow this makes so much more sense now that you explained it, thank you so much
This is a fascinating task, thank you. It's true that the Laplace transformation is based on deep mathematics, but I named it LEGO because of its specific rules, so it's a bit more fun...
Better professor at than any I’ve had at college.
Thank you so much! Really appreciate it. Keep up the good work! Greetings from Peru!
I am from India..love your teaching skills sir ❤❤
I loved this, I was working on this exercise and I over complicated myself following the path of separating fractions with imaginary numbers 😆😆
Nice! That was so easy to understand!
Thank you! You explained it very well.
Great explanation! Thank you so much!
Excellently explained
Thank you so much you have really helped me
i love you thank you from saving me from my prof
Thank you !
thank u , u are the best
Can't thank you enough you are amazing
THANK YOU
Well done, sir.
thank you very much
Thank you A LOT
one word *brilliant*
Thank you so much!
love u man
Thanks a lot
I just wonder about unit step function isn't it an impulse function not unit step function? ???!!!!! Cuz the unit step is equal to exponential over "S" in laplace transform! !
I have the same question. e^-as is \delta(t-a), where e^-as/s is u(t-a) from the tables
So you will have to take the convolution of delta function and inverse Laplace of the second function. This will yield what he has written.
So you will have to take the convolution of delta function and the inverse Laplace of second function, this will yield what he has written
Impulse and unit are different. Unit step is like an on/off switch where the instantaneous change happens at T. It can be defined before and after t. Impulse function is valid only EXACTLY at time t, or say 3 seconds for t-3. It is a single vertical line, not a stairstep.
Thankyou sir...
pleas I need your help in some question about laplace inverse how can I send it for you? Email or face book
Love from india
i love u bro
whats that music in the background
bluepenredpen
Hello professor, I sent you an email to your pierce faculty email :)
Hi Iyiola. You can come to the class tomorrow and we can talk more from there.
why do you need to find f(t-3) and not f(t).
Think of it like a horizontal translation of the whole graph, + 3 to the right.
You're a genius dude. You know the material and you explain it so well. THANK YOU SO MUCH!
you're right
he is.