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電子課本網(wǎng) 第11頁(yè)

第11頁(yè)

信息發(fā)布者:
?$ (1) $?證明:∵?$BD,$??$CE$?是?$\triangle ABC$?的高
∴?$∠ADB=∠AEC = 90°$?
?$ $?在?$\triangle ABD$?和?$\triangle ACE$?中
?$ \begin {cases}∠ADB=∠AEC\\AD = AE\\∠A=∠A\end {cases}$?
∴?$\triangle ABD≌\(chéng)triangle ACE(\mathrm {ASA})$?
?$ (2)$?解:?$ ∠1=∠2$?
理由:∵?$\triangle ABD≌\(chéng)triangle ACE$?
∴?$AB = AC,$??$∠ABD=∠ACE$?
又∵?$AB = AC,$?∴?$∠ABC=∠ACB$?
∴?$∠ABC-∠ABD=∠ACB-∠ACE,$?即?$∠1=∠2$?
解:方案一:∵?$AB\perp BM,$??$DE\perp BM$?
∴?$∠ABC=∠EDC = 90°$?
?$ $?在?$\triangle ABC$?和?$\triangle EDC$?中
?$ \begin {cases}∠ABC=∠EDC\\BC = CD\\∠ACB=∠ECD\end {cases}$?
∴?$\triangle ABC≌\(chéng)triangle EDC(AS A)$?
∴?$AB = DE$?
方案二:在?$\triangle ABC$?和?$\triangle DEC$?中
?$ \begin {cases}AC = CD\\∠ACB=∠DCE\\BC = CE\end {cases}$?
∴?$\triangle ABC≌\(chéng)triangle DEC(S AS)$?
∴?$AB = DE$?