Following on from the photo:
2.Find the characteristic modes (i.e. complementary solution) for this system and a particular solution for the a.c. input signal vin(t) = v0exp(j?t).
3. Analyse the magnitude of the particular solution for the output signal signal |v| versus input frequency ? by plotting a graph |v| vs ?
4. Find a system response to an a.c. input signal u(t) = v0 exp(j?t) where v0 is a constant complex amplitude and ? is its frequency. Apply zero initial conditions v(t = 0) = 0 and dv/dt(t = 0) = 0.
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