This is fun
In the mid-19th century, Euler postulated a very important theorem regarding polyhedra (that's like three dimensional polygons for the math-illiterate). If we let V be the number of vertices, E be the number of edges, and F be the number of faces, then:
V - E + F = 2
To which, some of you may be saying, "No way! Prove it."
Well, here you go.
Isn't math fun?
In the mid-19th century, Euler postulated a very important theorem regarding polyhedra (that's like three dimensional polygons for the math-illiterate). If we let V be the number of vertices, E be the number of edges, and F be the number of faces, then:
V - E + F = 2
To which, some of you may be saying, "No way! Prove it."
Well, here you go.
Isn't math fun?
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