Concurrent cevians
Trivia
This theorem states that for a triangle $ABC$ with points $D$, $E$, $F$ on sides $BC$, $CA$, $AB$ respectively, the cevians $AD$, $BE$, $CF$ are concurrent if and only if $\frac{BD}{DC} \cdot \frac{CE}{EA} \cdot \frac{AF}{FB} = 1$. What is this theorem called?
AMenelaus' Theorem
BCeva's Theorem
CStewart's Theorem
DVan Aubel's Theorem