(Solved): Determine the Norton equivalent circuit seen by the capacitor in the given figure. Assume \( v_{S} ...

Determine the Norton equivalent circuit seen by the capacitor in the given figure. Assume \( v_{S}(t)=4 \cos (100 t) \mathrm{V}, L=41 \mathrm{mH}, R_{1}=9.2 \Omega, R_{2}=11.3 \Omega \), and \( C=10 \mathrm{mF} \). (Round the magnitude to the nearest integer and the angle to one decimal place.) The Norton equivalent circuit seen by the capacitor is \( i C(t)= \) \( \cos (100 t+ \) ') mA.