1. The problem statement, all variables and given/known data Find the solution of the givien initial value problem and draw its graph y''+2y'+2y = δ(t-π) y(0) = 1, y'(0) = 0 2. Relevant equations A Laplace transform chart would be very useful 3. The attempt at a solution I chose to solve the equation with Laplace transforms. I took the laplace of the whole equation and then solved for the L(y): L(y) = (e^(-πs)+s+2)/(s^2+2s+2) I double checked to make sure I didn't make any errors in my Laplace calculation and I did the algerbra correctly. So I have the right equation. However, my issue is now decomposing this equation - how do you do that? You can't factor out the denominator? and I can't just set the numerator to As+B can I? The e^s term would make that useless... Any ideas?