The system function for a circuit, H(s), is represented in the equation
below in Figure 4,
(a) Find the system function magnitude, $|H(\omega)|$, as a function of
steady-state frequency, $\omega$.
(b) Find the system function phase, $\phi(\omega)$, as a function of steady-state
frequency, $\omega$.
(c) Show the cut-off frequency (or frequencies) for this system (both in
rad/s and Hz).
(d) Show the DC gain for the system in dB.
(e) Identify the type of filter this system function represents.
\begin{equation}
H(s) = \frac{100s}{s^2 + 11s + 10}
\end{equation}
Figure 4
