Finding equilibrium in a predator prey system Using predator prey system $\frac{dR}{dt}=6R\:-2RW$ $\frac{dW}{dt}=-4W\:+5RW$ $When\:the\:system\:is\:equilibrium\:with\:W\ne 0,\:R\:\ne 0\:then\:RW\:=?$ Apologize for formatting

Since you are assuming $R,W \
eq 0$, you can safely divide by them. Dividing $6R-2RW=0$ by $R$, you get $6-2W=0$ or $W=3$. Substitute that into the second equation to find $R$.