there’s a way to tie it back to circles
Not necessarily circles, but conic sections. When you take a series of a fixed exponent over a variable x, and graph it, that graph is a parabola.
A parabola is a slice through a cone. Tada, pi appears.
Comment on Magic
NeatNit@discuss.tchncs.de 3 months agoUsually when that happens there’s a way to tie it back to circles, but it’s not always easy to find
there’s a way to tie it back to circles
Not necessarily circles, but conic sections. When you take a series of a fixed exponent over a variable x, and graph it, that graph is a parabola.
A parabola is a slice through a cone. Tada, pi appears.
notabot@lemm.ee 3 months ago
You could say you just go round and round hunting for it, but no matter how hard you try you just can’t corner it.
Well, you could.