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Optimizing Inscribed Rectangle (
Posted on 2024-08-22
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A chord of length √3 divides a circle of unit radius into two regions. Find the rectangle of maximum area which can be inscribed in the smaller of those two regions.
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Submitted by
Danish Ahmed Khan
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Puzzle Thoughts
Comment 2 of 2 |
f(a)=sqrt(15-sqrt(33))*(-3sqrt(2)+sqrt(66))/32 = 0.369001
Posted by
K Sengupta
on 2024-08-23 08:34:57
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