Question 95
Consider a triangle $ABC$. The midpoints of the sides $BC$, $CA$, and $AB$ are denoted by $D$, $E$, and $F$, respectively.
Assume that the median $AD$ is perpendicular to the median $BE$ and that their lengths are given by $\overline{AD} = 18$ and $\overline{BE} = 13.5$.
Compute the length of the third median $CF$.
Assume that the median $AD$ is perpendicular to the median $BE$ and that their lengths are given by $\overline{AD} = 18$ and $\overline{BE} = 13.5$.
Compute the length of the third median $CF$.