Is there any triangle that can be cut into 5 mutually congruent pieces? If the answer is "yes" how does one characterize such triangles? What if we restrict the pieces to be convex?
Is there any convex pentagon that can be cut into 3 mutually congruent pieces?
2026-04-09 11:18:10.1775733490
On partitioning triangles and pentagons
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