1. The problem statement, all variables and given/known data How do i find the impulse response, h(t), given the following? f(t) = 8t u(t) y(t) = (-2e^-2t + 8e^-t + 4t - 6) u(t) 2. Relevant equations f(t) convolved with y(t) = h(t) 3. The attempt at a solution I thought that you divide out y(t) by 8t to make f(t) = u(t) then take the derivative of the modified y(t) expression, call it g(t) in order to get h(t) but the derivatives look nasty and I don't think it is right.