Question

in a figure ABC is a tringle in which E is midpoint of AB ,EF ||BC meets Ac at F and FG || AB meets BC at G .prove that BG = GC.​

Answer 1

Step-by-step explanation:

thus ae/eb=af/fc

then at/fc=1 so f is the mid of ac.

again cf/af=cg/bg =1 so cg=bg