Solve the system of differential equations dx =-2y +t dy using differential operators of the form Dy: dt dy =-3x + 2t –1 dt dt Note for example that (D+5)(3t +2) = 3+15t +10 = 15t+13 Solve for x(t) first, then solve for y(t). There should only be two parameters, cG and c, in x(t) and y(t). Use the method of Undetermined Coefficients to find x, and yp.

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