Find the Particular Solution to the differential Equation satisfying the initial conditions.
y'(0) = -27
Characteristic Equation for Homogenous Solution
roots are -2 and -5
General Solution is
C1e^-2t + C2e^-5t
The Attempt at a Solution
I figured out the general solution, however I don't know how to go about using the method of undetermined coefficients to solve for the particular solution. Since the g(t) is equal to a constant number and not a function of t.
Thanks for all your help!