Even the ancient Greeks were interested in regular meshes. In particular, they knew that there
are only five genus-zero polyhedra where all faces have the same number of sides, and the same
number of faces meet at every vertex. These polyhedra are the Platonic solids: the tetrahedron,
icosahedron, octahedron, dodecahedron, and cube. Show that this list is indeed exhaustive. Hint:
you do not need to use any facts about lengths or angles; just connectivity.
Yeah I'm going to start posting leetcode solutions in this thread to troll.
2 Likes
def cos(x):
r=0
n=0
while (x**(2n))/fact(2n) > 10**-6:
r+=( ((-1)n) *((x)(2n))/(fact(2n)) )
n+=1
return r
I dont get it
Ive decided to pursue a financial actuarial position
My risk management is to yolo everything into algorand and post see no evil emojis
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Physics exam finished in 25/55 allocated minutes
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insane..
Professor said rotational motion is the hardest part of the class but it basically feels like translational motion to me
like this was a normal homework question on translational motion and now I feel like he's had students struggle on rotational so much he just makes the questions easier to compensate
very simple..
insane..
I want to suck a cock so bad
On my quest to be the best in my state at mental arithmetic. (I assume once you get good enough it starts showing national rankings also - the state ranking didn't appear until I was pretty low on local rating)
A little slow today because I only slept 6 hours but I will make up for it with speed tomorrow. Not sure how much the speed ranking impacts the regional score
I do not know how to do mental subtraction. Every multiplication and division problem i get in seconds. I just cant subtract
Kk