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数学
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已知,如图,BD是∠ABC的平分线,AB=BC,点P在BD上,PM⊥AD,PN⊥CD,垂足分别是M、N.试说明:PM=PN.
人气:309 ℃ 时间:2019-08-18 17:13:35
解答
证明:在△ABD和△CBD中,AB=BC(已知),∠ABD=∠CBD(角平分线的性质),BD=BD(公共边),∴△ABD≌△CBD(SAS),∴∠ADB=∠CDB(全等三角形的对应角相等);∵PM⊥AD,PN⊥CD,∴∠PMD=∠PND=90°;又∵PD=PD(...
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已知,如图,BD是∠ABC的平分线,AB=BC,点P在BD上,PM⊥AD,PN⊥CD,垂足分别是M、N.试说明:PM=PN.
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BD是角ABC的平分线,BA等于BC点P在BD上,且PM垂直AD,PM垂直CD,求证,PM等于PN
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