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This analysis derives mathematical results on polygons using principles of fluid statics, suggesting novel insights into geometry.
Inspired by Tokieda's work on mechanical insights in geometry, we explore a hydrostatic approach to classical geometric problems. Using principles of fluid statics, we derive two mathematical results regarding polygons. These results illustrate how physical principles can assist in understanding mathematical identities.
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Jaehyeon Kim (2025) studied this question.
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