15mH i (1) v(1) = 10cos(mt) V 102 200μF I. For w-1000r/s Find the total impedance of the loop. • Find the sinusoidal current i(t) II. Find the value of w such that the current i(t) in phase with the voltage source ww

(2) Draw the phasor of v₁ (t) in the phasor diagram. Make sure it is fully defined (also list the frequency). v₁(t) 2 s AA 3 V -3 V 2.5 s Im + Re t

Solve all the 3 subtparts

R + 12 cos 3t V Vo 4 sin 2t A 10 V If we would like to use Superposition to solve for v, in the circuit shown above, we must find the individual contribution of .each independent source :SINUSOIDAL CURRENT SOURCE CONTRIBUTION What is the amplitude of the voltage v, considering only the contribution of the sinusoidal current source? Assume that R = .15 Ohms, L = 11.6 Henry, and C = 0.02 Farad .Write your answer in Volts

The circuit below is drawn in the phasor domain. Determine the voltage, Vx, given Va is 5e J0° V. Express your answer in polar form. + j3 Va Vx = -j4