如图,AC,BD,EF相交于O,且AO=CO,BO=DO,EO=OF,求证△ABE≌△CDF
人气:225 ℃ 时间:2019-12-14 22:36:48
解答
OA=OC,OD=OB,角AOB=角COD,所以△AOB≌△COD 则AB=CD同理:OA=OC,OE=OF,角AOE=角COF,所以△AOE≌△COF 则AE=CFOB=OD,OE=OF,角BOE=角DOF,所以△BOE≌△DOF 则BE=DF因为 AB=CD AE=CF BE=DF所以 △ABE≌△CDF...
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