Given the
complementary solution and the differential equation, Give the
particular and the total solution for the initial conditions.
Use C1 and C2 for the
weights, where C1 is associated with the root with smaller
magnitude. If the roots are complex, the complementary solution is
the weighted sum of complex conjugate exponentials, which can be
written as a constant times a decaying exponential times a cosine
with phase. Use C1 for the constant and Phi for the phase. (Note:
Some...