GeometryChallengeCircles & Lines ShareCircles & Lines · Challenge problemIn △ABC\triangle ABC△ABC, point DDD on BCBCBC has BD:DC=2:3BD : DC = 2 : 3BD:DC=2:3, and point EEE on ADADAD has AE:ED=4:1AE : ED = 4 : 1AE:ED=4:1. Line BEBEBE extended hits ACACAC at FFF. What is AFFC\dfrac{AF}{FC}FCAF?A58\dfrac{5}{8}85B43\dfrac{4}{3}34C85\dfrac{8}{5}58D23\dfrac{2}{3}32E95\dfrac{9}{5}59Check Show answer Walk through it step by step Practice more like this Review this concept