Question 5. Consider the circuit below. Answer the questions that follow. 492 20mH m 2500µF 100cos(100t)V + (1) 4cos(100t+(/2))A 292 Vo (5.a) [4 marks] Redraw the circuit by converting the sources to phasors and the passive components (inductors, capacitors, and resistors) to impedances. Note: the phase of the current source is given in radians; please convert it to degrees. (5.b) [6 marks] Compute Vo in volts (as a phasor).

At 0-, no currrent flows through the capacitors because they are open, how did you combine the capacitors for the voltage divider since it is the capacitance value and not reactance, is it right? Can we just combine the capacitance value? Please explain. I did not understand..

C5 What is the correct explanation for the voltage seen at Va in Figure C5? Va 1 Sost We will assume that the Vout Out Vb, capacitor is charged to a value determined by the feedback and the supply voltage +BVsat. Figure C5 A. The waveform on the capacitor looks like a discharge, and then a charging waveform to an equal but opposite magnitude voltage, B. The capacitor simply reverses its charge, with a charging waveform, C. The capacitor simply reverses its charge, with a discharging waveform, D. None of the above.

Solve question no.06 and show the solution.Note: The answer is given on the bottom right side of the image, just show the solution on how to get it. Also, please explain it step by step.Thanks!!!

please solve quickly.

Pls. write solution neatly

An A.C Bridge as shown in the figure is used to measure unknown inductance L1. in companion with capacitance What would be the quality factor if the frequency is 1500 Hz & the various parameter are as below- 120V

Solve question no.03 and show the solution.Note: The answer is given on the bottom right side of the image, just show the solution on how to get it.Thanks!!!

A capacitor "C", an inductor "L" and a switch "S" are connected in series. When the switch is open, the plate to the left of the capacitor has charge "Qo". The switch is closed the load and current vary sinusoidally with time. Represent graphically the load "Qo" and the intensity of current "I" as a function of time "t", and explain why the current leads the load by a phase difference of 90°.

Describe the steady-state similarities and differences of DC and AC circuits with purelyresistive elements