Originally posted by 落雷 at 2005-4-14 10:57 PM: ADP≡BCQ(RHS) ∠DAP=∠CBQ ADB≡BCA(SAS) AC=BD ADC≡BCD(SSS) ∠DCE=∠CDE ∠EBA=∠DAB AEB is isoscles *only key steps are written [ Last edited by 落雷 on 2005-4-14 at 11:05 PM ] To 落雷: prove到 red part is enough. ADB≡BCA(SAS) ∠DBA = ∠CAB [ Last edited by smallpotato226 on 2005-4-16 at 12:47 PM ] |