# Thread: Solving integral equations using Laplace transform

1. ## Solving integral equations using Laplace transform

Hi All;
I need the solution of the following question:
solve by Laplace transform $g(s)=f(s)+\int_0^s\!(s^2-t^2)g(t)\, dt .$
where $g$ is unknown and $f$ is known.

Best wishes

2. please explain.

which one do you need, and is it in "time" region or is it in "frequency" region ?

$\displaystyle \mathcal{L} \big{[} \int_0 ^t g(t) dt \big{ ] }= \frac {G(S)}{S}$