However in the beginning of the video on the top line, it should read y(n) instead of y(k) to be analogous to the continuous case. Or even better you could've switched the k and n in the diskrete sum so that: y(k) = sum(x(n)*h(k-n)) from -inf to inf
hello man i´m studying electric engineer in Brazi in my college we´re studying this part of circuit, it´s a fantastic integral, well i´m learning how to use this to solve D.O.E, your movie is very important for me! Tanks and sorry , my english is bad but i think that in november i´ll go to USA!
Excellent ...
abledear 2 days ago
i'm a computer science student and that was really helpful to me.
thank you to put it understandable.
gefch 4 months ago
Thanks man! Your class is awesome! That really helped me!
westwolf28 6 months ago
Useful video, thanks!
However in the beginning of the video on the top line, it should read y(n) instead of y(k) to be analogous to the continuous case. Or even better you could've switched the k and n in the diskrete sum so that: y(k) = sum(x(n)*h(k-n)) from -inf to inf
Fnante 10 months ago
thank you
florgum89 1 year ago
Thank u for uploading this ..
POISON3000X 2 years ago
thanks, this was very helpful... much more clear than my prof!
billysorr 3 years ago 7
hello man i´m studying electric engineer in Brazi in my college we´re studying this part of circuit, it´s a fantastic integral, well i´m learning how to use this to solve D.O.E, your movie is very important for me! Tanks and sorry , my english is bad but i think that in november i´ll go to USA!
eduardoak 4 years ago