A triangle inscribed in a circle has to be equilateral triangle for having maximum area ; how?
What if it is an ellipse instead of a circle, or a conic section in general ?
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A triangle inscribed in a circle has to be equilateral triangle for having maximum area ; how?
What if it is an ellipse instead of a circle, or a conic section in general ?
That would depend on the conic section.
Take a look at this: It is an ellipse inscribed in a cone.
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Find the ellipse of max area that can be inscribed in a circle of radius R?
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