Find the general solution of this differential equation. d²y dy dt² Because the solution is of the form +5. + 6y dt = 6e-4t kıyı(t) + k2y2(t) + yp(t), please use C and D as the arbitrary constants. NOTE: If your first answer does not work, you should try switching the C & D to the alternate solutions of the homogeneous equation.

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