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How does the area change of a polyhedra as the number of faces go up but circumference stays the same?
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January 29th, 2011
So imagne we have a very simple polyhedra, I’m not too sure if they would concider an edge from one vertex to another and back again a polyhedra, if not start off with a triangle.
The circumference of this equalatral trangle is 1.
Increase the number of sides keeping all sides the same length and at the same angle.
So next a square then a pentagon and so on.
Is there a graph to show me how the area changes with each face?
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