Find and classify (if possible) the critical points of the plane autonomous system x x
Chapter 11, Problem 14(choose chapter or problem)
Find and classify (if possible) the critical points of the plane autonomous system
\(\begin{aligned}
&x^{\prime}=x+x y-3 x^{2} \\
&y^{\prime}=4 y-2 x y-y^{2}
\end{aligned}\)
Does this system have any periodic solutions in the first quadrant?
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