A nonlinear system with 2 equilibrium points is defined by thefollowing state space model:a. Find the equilibrium points of the system and linearize thesystem at each equilibrium point,b. Find eigenvalues of each linearized system and find eigenvectorsof each linearized system,c. Draw phase plane plot of the system by its linearizedasymptotes:
x₁ (t) = -18x₁ (t) + 6x²(t) + 7x₂(t) = x²(t) - x₂ (t) = 3x₁₂ (t) = x₂(t)
A nonlinear system with 2 equilibrium points is defined by the following state space model: a. Find the equilibrium poin
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