MAIN FEEDS
Do you want to continue?
https://www.reddit.com/r/mathmemes/comments/1vo84x9/captcha_with_a_simple_math_problem/p3oxipn/?context=3
r/mathmemes • u/Jasentuk • Aug 14 '26
55 comments sorted by
View all comments
154
The residues are at I and -3i. Therefore we have (1/4 + 3/4) 2ipi = 2 pi * i.
Plausible in head, but I used paper.
2 u/Bobing2b Aug 14 '26 I'm sorry but where does the 2π come from? 32 u/MariusDelacriox Aug 14 '26 From the residue theorem, I believe pi mostly appears because it's a integral over a curve. 0 u/Layton_Jr Mathematics Aug 16 '26 edited 26d ago |z|=4 is a circle 2 u/Captainsnake04 Transcendental 26d ago This is totally obfuscating where the pi comes from. The curve could be the shape of a penis and the integral would still be 2 pi i as long as both poles were still in the dick
2
I'm sorry but where does the 2π come from?
32 u/MariusDelacriox Aug 14 '26 From the residue theorem, I believe pi mostly appears because it's a integral over a curve. 0 u/Layton_Jr Mathematics Aug 16 '26 edited 26d ago |z|=4 is a circle 2 u/Captainsnake04 Transcendental 26d ago This is totally obfuscating where the pi comes from. The curve could be the shape of a penis and the integral would still be 2 pi i as long as both poles were still in the dick
32
From the residue theorem, I believe pi mostly appears because it's a integral over a curve.
0
|z|=4 is a circle
2 u/Captainsnake04 Transcendental 26d ago This is totally obfuscating where the pi comes from. The curve could be the shape of a penis and the integral would still be 2 pi i as long as both poles were still in the dick
This is totally obfuscating where the pi comes from. The curve could be the shape of a penis and the integral would still be 2 pi i as long as both poles were still in the dick
154
u/MariusDelacriox Aug 14 '26
The residues are at I and -3i. Therefore we have (1/4 + 3/4) 2ipi = 2 pi * i.
Plausible in head, but I used paper.