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1) Find the rank, determinant, and inverse of the following A matrix: r1 3 3 A-4 5 6 1 2 3 2) Plot following functions x and y between 0kt<20*pi. Choose sampling of 0.001. x sin(t)ect) 2 cos(4t) + sin5(t/12)]: y cos(t) ecos(t 2 cos(4t)+ sin(t/12)] 3) Numerically solve the system through the time 0 and 1 second. 12 31 x, 10 Then plot xi X2, X in the same figure. Label x-axis as time, y-axis as x,. Your graph should include a legend. Title must be solution Cautions: Be wary about the sampling of time-dependent functions. Did you choose your sampling frequency appropriately? 4) Plot the below functions on the same graph between Oct2.Your legend should like the one given in the below figure. Set the linewidth property to 2. e-221 0.8 0.6 0.4 0.2 -0.2 -0.4 0 0.2 0.40.6 0.81 12 1416 1.8 time Note: How to Upload Your HW. All of the solutions must be in a single mfile separated by %%. ıs there anyone who can solve these on MATLAB?

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