3. (4 pts) Find the critical points and phase portrait of the autonomous first-order differential equation dy = y²(y+4)(

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3. (4 pts) Find the critical points and phase portrait of the autonomous first-order differential equation dy = y²(y+4)(

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3 4 Pts Find The Critical Points And Phase Portrait Of The Autonomous First Order Differential Equation Dy Y Y 4 1
3 4 Pts Find The Critical Points And Phase Portrait Of The Autonomous First Order Differential Equation Dy Y Y 4 1 (33.37 KiB) Viewed 21 times
3. (4 pts) Find the critical points and phase portrait of the autonomous first-order differential equation dy = y²(y+4)(y − 2). Classify each critical point as an attractor (asymptotically stable), repeller (unstable), or dx semi-stable.
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