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bn:00490402n

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エルデシュ・モーデルの不等式エルデシュ・モーデルの定理

In Euclidean geometry, the Erdős–Mordell inequality states that for any triangle ABC and point P inside ABC, the sum of the distances from P to the sides is less than or equal to half of the sum of the distances from P to the vertices. Wikipedia

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Wikidata

エルデシュ・モーデルの不等式

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エルデシュ・モーデルの定理