Find the general solution to the homogeneous differential equation d'y dy + Oy = 0 dt dt? The solution has the form y = Cifi(t) + C2 f2(t) with fi(t) = and f2(t) = %3D Left to your own devices, you will probably write down the correct answers, but in case you want to quibble, enter your answers so that fi (0) = 1, f2(2) = 2.