(Solved): Determine the voltage \( v_{x}(t) \) across resistor \( R_{3} \) as shown. The values of the curren ...
Determine the voltage \( v_{x}(t) \) across resistor \( R_{3} \) as shown. The values of the current sources are \( i_{2}(t)=6 \cos \left(100 t+-10^{\circ}\right) \) Amps and \( i_{2}(t) \) \( =5 \sin \left(100 t+-80^{\circ}\right) \) Amps. The resistor values are \( R_{1}=40 \Omega, R_{2}=27 \Omega \), and \( R_{3}=12 \Omega \). Express your answer as the peak value of \( v_{N}(t) \). converted to Volts \( r \mathrm{~ms} \).