已知,AC = (5/9)BC ,AD = (9/5)DB ,
可得:AC/CB = 5/9 = DB/AD ,
则有:AC/(AC+CB) = DB/(DB+AD) = 5/(5+9) ,
即有:AC/AB = DB/AB = 5/14 ,
所以,AC = DB = (5/14)AB ,
可得:CD = AB-AC-DB = (2/7)AB ,
所以,AB = (7/2)CD = 7 .
已知,AC = (5/9)BC ,AD = (9/5)DB ,
可得:AC/CB = 5/9 = DB/AD ,
则有:AC/(AC+CB) = DB/(DB+AD) = 5/(5+9) ,
即有:AC/AB = DB/AB = 5/14 ,
所以,AC = DB = (5/14)AB ,
可得:CD = AB-AC-DB = (2/7)AB ,
所以,AB = (7/2)CD = 7 .