Question 108
Medians $AD$, $BE$, and $CF$ of triangle $ABC$ intersect at point $M$. Is it possible that the circles with radii $MD$, $ME$, and $MF$
a) all have areas smaller than the area of triangle $ABC$;
b) all have areas greater than the area of triangle $ABC$;
c) all have areas equal to the area of triangle $ABC$?
a) all have areas smaller than the area of triangle $ABC$;
b) all have areas greater than the area of triangle $ABC$;
c) all have areas equal to the area of triangle $ABC$?