如图所示:BA⊥AC,DC⊥AC,AF=CE,BE=DF.求证;△ABE全等于△CDF,BE∥DF
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如图所示:BA⊥AC,DC⊥AC,AF=CE,BE=DF.求证;△ABE全等于△CDF,BE∥DF
如图所示:BA⊥AC,DC⊥AC,AF=CE,BE=DF.求证;△ABE全等于△CDF,BE∥DF
如图所示:BA⊥AC,DC⊥AC,AF=CE,BE=DF.求证;△ABE全等于△CDF,BE∥DF
证明:
∵BA⊥AC,DC⊥AC
∴∠BAC=∠DCA=90
∵AF=CE,AE=AF+EF,CF=CE+EF
∴AE=CF
∵BE=DF
∴△ABE全等于△CDF
∴∠AEB=∠DFC
∴BE∥DF
证明:
∵BA⊥AC,DC⊥AC
∴∠BAC=∠DCA=90
∵AF=CE,AE=AF+EF,CF=CE+EF
∴AE=CF
∵BE=DF
∴△ABE全等于△CDF
∴∠AEB=∠DFC
∴BE∥DF 赞同0| 评论
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