In 29–32, use the method of Laplace transforms to find a general solution to the given differential equation by assuming y(0) = a and y’(0)=b, where a and b are arbitrary constants.

Calculus III (Professor Whittlesey) : Week 1 Notes (12.112.2) Review f’(a) = slope of tangent line @ x=a b ∫f(x) dx = area under the curve a