Giải thích các bước giải:
a.Gọi $CD//EN,D\in AM, BG//EN, G\in AM\rightarrow \Delta MCD=\Delta MGB(g.c.g)$
$\rightarrow BG=CD$
$\rightarrow\dfrac{AB}{AE}+\dfrac{AC}{AF}=\dfrac{AG}{AN}+\dfrac{AD}{AN}=\dfrac{AG+AD}{AN}=\dfrac{AM+AD+DM}{AN}=\dfrac{2AM}{AN}$
b.