Computing the Fourier Series of EVEN or ODD Functions **full example**
220K views · May 9, 2021 · Education
Comments · 105
@JohnSmith5678-n5d · 5 years ago
Thank God I found this man and was saved from the misery of my horrific teacher not explaining why the Sine in Bn goes to zero. grrr
67
@jebo56 · 3 years ago
I'm on my third course of basically only using this guys playlists... How did people pass anything 100 yrs ago?
28
@KarthiDreamr · 2 years ago
Thank you 🙏 for providing a deeper explanation 📚 of concepts instead of merely applying formulas directly, as some math instructors do on YouTube 🎥.
2
@NothingMaster · 5 years ago
This is called the hand waving method for finding the solution.<br>I love how you get super excited about solving these simple equations. Your enthusiasm is contagious.
63
@ricardoraymond9037 · 5 years ago
Noting the wide range of maths topics you cover, you got to be the a know- all maths prof.<br>AMAZING. I am only an Accountant curious about Fourier series, and you have made it simple to grasp with the dot product analogy.<br>Cheers Prof.
31
@makutascarlet3238 · 4 years ago
I wish I came upon this video a lot sooner. I finally understand why I should care about the evenness and oddness of the function: computation becomes a lot simpler, and for my purposes, it can make code run faster. Thank you Dr. Bazett
8
@tsinatamare7852 · 1 year ago
I love the way you teach may God bless you ❤
6
@diogobraga6216 · 1 year ago
Excelent video! Sadly your sigmas seem to be struggling as much as I am
5
@th3wlis · 3 years ago
I am a first year physics student and your videos on Fourier series save my life thank youuu<3
4
@xxshogunflames · 5 years ago
Fourier sequences have been coming up in my probability and data analysis courses. Awesome vid!
24
@danielprager4723 · 3 years ago
Another great video, thank you! The summation at <a href="https://www.youtube.com/watch?v=Gs14OvCSxF4&t=540">9:00</a> for the sine terms should be n = 1 to infinity, rather than n = 0.
17
@thomasr8185 · 10 months ago (edited)
really good exaplanation love your videos man. Gotta be a hall of fame ugliest summation signs, though. Thank you for the amazing lecture.
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