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Please answer with MATLAB code
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2. For the system dx = x(2-x-y), ), dt dy -=-x+3y - 2xy dt Find all the critical points (equilibrium solutions). b. Draw a direction field and a phase portrait of representative trajectories for the system. (Caution: You'll need to change the ode45 statement to go over the interval [0,2] instead of [-10,10] or else you'll get a bunch of accuracy errors. This may be necessary in other problems as well.) From the plot, discuss the stability of each critical point and classify it as to type.