Derivation of Complex Fourier Series Coefficients With Arbitrary Period

preview_player
Показать описание
We would derive the coefficients for the complex exponential Fourier Series of a periodic function.
This Video is the derivation of complex form of Fourier series.
Instead of trigonometric functions cosnx and sinnx, we can use complex exponential functions.

#fourier
#complexfourier
#engineeringmathematics
#complex
#avitechmaths
#exponential
Рекомендации по теме
Комментарии
Автор

This man is a legend !!! Well explained . I don't like using equations without deriving them to be familiar with their origins.

lethabongwepe
Автор

Thank you, man you made it very very beautiful and clear

AyeleYaya
Автор

God bless you my brother🙏🙏You are amazing. Please also create a playlist for APPLICATIONS OF FOURIER SERIES...Thank you.

lindanindwandwe
Автор

Some teachers are good but you are among great. You really have power to whip up interest even in dumbs like me. The best thing about you you assume nothing from students that makes your videos this intelligible. Please keep this approach up. Liked and subscribed and thank you.

rktiwa
Автор

We do not mind the long explanation. Am sure some viewers will not mind as well. The explaining remind us of what we missed on a previous explanation. Maybe am the only one with a memory worse than my grandma but please do not stop the explanation. Atlist till i graduate 😅.

mtopangaprimo