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[几何] 初中几何一题,求角

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realnumber posted 2020-1-29 16:02 |Read mode
如图三角形ABC中,A,B,C依次是$10\du,50\du,120\du$
CD,BE是内角平分线,求∠CDE.(为什么是$55\du$)
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hbghlyj posted 2020-1-30 15:39
由CE为∠BCD的外角平分线,BE为∠CBD的内角平分线可得E为三角形BCD的旁心,从而DE平分∠CDA,得∠CDE为55°

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realnumber + 1 谢谢,明白了

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