Can some please explain how you get the answer to this geometry question?
A rancher has enough material for 271 meters of fence. She knows that a circle maximizes the
area-to-perimeter ratio, but a circular fence is too difficult to construct. She decides to simulate a circle
by building a fence in the shape of a regular polygon with as many sides as possible, but with not less
than five and not more than 15 sides. If she wishes to make each side a length of an even meter, and she
wishes to have no more than 2 meters left over, which regular polygon would you recommend she build,
and how long would each side be?
2007-11-12
11:54:02
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1 answers
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asked by
Anonymous