  We show a Hopf boundary point lemma for $u=u_{1}-u_{2},$ given $u_{1},u_{2}
\in C^{1,\alpha}$ each weak solutions to a quasilinear equation $\sum_{i=1}^{n}
D_{i}(A^{i}(x,u,Du))+B(x,u,Du)=0$ under mild boundedness assumptions on
$A^{1},\ldots,A^{n},B.$
