I'm trying to solve this second order differential equation using Laplace Transform. The Laplace transform of the equation is as follows:
$I(s) = \frac{E}{s^2+ \frac{R}{L}s + \frac{1}{LC}}$
I'm having trouble trying to bring it back to the time domain. Should I be using partial fractions with quadratic factors or is there a easier method to go abut this? Any help would be much appreciated.