As an interesting approach to the problem I have in mind the thought of considering (1/s) - (1/s^2) as an input signal and solving it in the frequency domain up to given t1. To be honest, I couldn't see the solution easily, but it can be fun to mess around with. It was great to watch. Keep up the good work.
As an interesting approach to the problem I have in mind the thought of considering (1/s) - (1/s^2) as an input signal and solving it in the frequency domain up to given t1. To be honest, I couldn't see the solution easily, but it can be fun to mess around with. It was great to watch. Keep up the good work.
That's an interesting problem indeed! Let me know what results you get if you try it out!