Why is the graph of a cube so infinity-ridden?
I have been trying it out on a 3D grapher and it seems to be "∞=x^∞+y^∞+z^∞

Question

Why is the graph of a cube so infinity-ridden?
I have been trying it out on a 3D grapher and it seems to be "∞=x^∞+y^∞+z^∞

trantom · Answer

all of the question mark boxes are a glitch, its supposed to be $$\infty=x ^{\infty} + y ^{\infty} + z ^{\infty}$$

trantom · Answer

Obviously a computer can't deal with infinity, so I was using the 4000th power, and I noticed if I tried 1=x^infty+y^infty+z^infty it wasn't quite a cube, and if I tried 2 it was closer, and 3 gave the appearance of a cube
I'm assuming thats supposed to be infinity

perl · Answer

computers have limits on numbers they use