In $$ △ABC $$ , $$ D $$ is the midpoint of $$ BC $$ , $$ EF $$ crossing $$ D $$ intersects $$ AB $$ at point E and $$ AE $$ at $$ F $$ , and $$ BE = CF $$ , prove $$ AE = AF $$

In △ABC , D is the midpoint of BC , EF crossing D intersects AB at point E and AE at F , and BE = CF , prove AE = AF

Steven Zheng posted 2 weeks ago