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Mathematics, 19.06.2020 03:57 gabbiej
Find the critical points and phase portrait of the differential equation below. Classify each critical point as stable, unstable, or semi-stable. By hand, sketch typical solution curves in the regions in the xy-plane determined by the graphs of the equilibrium solutions. Show work to verify your arrow directions in each interval. dy/dx = y4 - 6y3 +8y2
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Find the critical points and phase portrait of the differential equation below. Classify each critic...
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