since the order of x(t) is the same order of y(t)
the general solution of h(t) is h(t)=Ay(t)homo u(t)+Bdelta(t)
and with sub. into the diff.eq i obtained A and B with coefficents equating method.
I tried with laplace, and it had the same answer of the first methodI think my problem is solved...
Homework Statement
Find the impulse response for the systems governed by the following equations:
3y(t)'+5y(t)=x(t)+x(t)'[/B]Homework EquationsThe Attempt at a Solution
I tried to obtain the homogeneous solution for h(t)[/B]
and then I failed to obtain the coefficients of the solution