Two simillar triangles and their areas

ABC and MNP are two similar triangles with:
$ \frac{AB}{MN}=\frac{BC}{NP}=\frac{CA}{PM} $

1) If $ \frac{AB}{MN}=2 $, what is the ratio of their heights, $ \frac{AA_1}{MM_1} $?

2) If $ \frac{Area(ABC)}{Area(MNP)}=2 $, how much is $ \frac{AB}{MN} $?

Back to top