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

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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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