Problem 1. The optimal triangle

Autore:Alla Stolyarevska

A circle of radius R lies on a plane. The two circles with radii R1 and R2, such that R1 + R2 = R, are cut out of the circle. Find a triangle of largest area that can be inscribed in a figure obtained after cutting.

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Building Triangles with Set Areas
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Simple circle with cartesian equation.
Reflection Worksheet
ASA: Exercise
Derivative of Sine with Chain Rule

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