In $ riangle ABC$, medians $AD$, $BE$ meet at $G$. A line through $G$ parallel to $DE$ meets $AC$ at $F$. Then $AC = ?$

Question

In $	riangle ABC$, medians $AD$, $BE$ meet at $G$. A line through $G$ parallel to $DE$ meets $AC$ at $F$. Then $AC = ?$

Accepted Answer

$6 EF$

Answer

$3 EF$

Answer

$4 EF$

Answer

$2 EF$

In △ABC\triangle ABC△ABC, medians ADADAD, BEBEBE meet at GGG. A line through GGG parallel to DEDEDE meets ACACAC at FFF. Then AC=?AC = ?AC=?