Convolution integral example - graphical method 

The guy that poses the question ask a really good question. I thought I understood stuff before he actually ask a question. Thanks dude!

I know this wasnt made for me, personally. However, thank you for making it available for me to find. The slower pace of this gave me time to let the information breath a bit as I followed you and has been more helpful than: my professor's lecture, TA, office hours, text book, online homework, and other youtube videos. Thank you so very much.

Thank you for sharing. Great video. Regards from Panama 🇵🇦

2:55 Asking the real questions. Great video!

This is so clear and helpful, thank you !!

Thanks for the explanation regards from algeria 🇩🇿

Finally I understand it!!!, thanks a million Dr🌹🌹🌹

This was really clear, precise thank you prof🔥🔥🔥

Thank you for breaking it down in details!!

That's awesome, perfectly explained, thanks.

you were extremely helpful, thank you man

this is so clear! Thank you

Perfect explaination 👏

omg this is so helpful and clear .. wish I have found it before the exam!

that was awesome thank you sir

Very nice, thanks you so much

Thank you !

Whats this writing on air technology?

good finishing

정방철교수님 화이팅!

thx professor

Thanks

So if you wanna draw a convolution function, discrete the tou,set t where you gonna draw, integral the overlaped part ,draw the output as a line on the t which you integrated and than keep the progress for every possible and effective t until the end? Sorry about my bad english by the way it ain't my usual language though

so, is the overall solution is sum of all of the intervals or solution depends on interval such as 1

anyway, nice lecture

How the function for t>1 is 2-tou

Can we not take the back point as t and the front point as t+1 ??

Is it only solved for t>0

what the hail are you even writing on , and how the hell are you doing it backwards

I change h(t)*x(t) not the same answer x(t)*h(t)