Question: 3. Mathematically (if possible) determine what the equilibrium points are for the system below and which (if any) are stable. Then, using MATLAB, produce

3. Mathematically (if possible) determine what the equilibrium points are for the

3. Mathematically (if possible) determine what the equilibrium points are for the system below and which (if any) are stable. Then, using MATLAB, produce a single phase-plane portrait for the following complex system for the initial conditions: [3, 1], [1, 1],[4, -2] and two of your choosing where (if possible) one converges to an equilibrium point and one does not. x+1.2x-4x+x = 0

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