In the network in the figure with $\textbf{V}_M = 50$ V, $\phi_V = 110 deg$, $I_M = 2 A$, $\phi_I = 135 deg$, $R = 20 \Omega$, $\textbf{Z}_C = -9i \Omega$, and $\textbf{Z}_L = 4i \Omega$, find $\textbf{V}_o$ in the circuit using superposition.
Enter complex numbers as either a+bi, i.e., 3+4i, or
ae$\wedge$(bi) where b is in radians, i.e., 5e$\wedge$(0.927i).

The contribution due to the voltage source of $\textbf{V}_{o1}$ = V
The contribution due to the current source of $\textbf{V}_{o2}$ = V
The final value $\textbf{V}_o$ = V