1. The problem statement, all variables and given/known data Find the Laplace of the piecwise continuous function: F(t)= t (when t<2) = 8-3t (when 2<=t<3) = t-4 ( when 3<=t<4) = 0 (when 4<=t) 2. Relevant equations I want to use the heaviside function to see if i can apply it to other questions 3. The attempt at a solution = t[H(t)] - t[H(t-2)] + (8-3t)[H(t-2)] - (8-3t)[H(t-3)] + (t-4)[H(t-3)] - (t-4)[H(t-4)] Does this then equal to: Laplace of t times laplace of H(t) -lap(t)times(lap(H(t-2)) + etc... because i did this but i got the wrong answer, i think im missing something. Thank you.