On side $B C$ of triangle $A B C$, a point $A_{1}$ is taken such that $B A_{1}: A_{1} C=2: 1$. In what ratio does the median $C C_{1}$ divide the segment $A A_{1}$?
Draw the midline of triangle $A B A_{1}$, parallel to $A A_{1}$.

## Answer

$3: 1$, measured from vertex $A$.

