Consider the full-wave rectifier circuit below. RL= 10 kS, V₁ = 0.7V, the input voltage V₁ = 120sin(2 60t) V(rms). The transformer turns ratio ₁ = 20, where N₁ is the number of N₂ turns in the primary and N₂ is the number of turns in each of the secondary winding. a) Plot Vs and Vo on the same graph for two periods, assuming there is no capacitor (C = 0). b) Determine the capacitor value so that the ripple voltage is limited to 1V. Plot the output voltage on the graph from part a) c) Indicate on the graph where diode D₂ has the maximum reverse bias and determine Peak Inverse Voltage (PIV). D1

The single-phase full wave rectifier is suppling a heavily resistive load. Assume an input of 230 V, 50HZ, α = x/3 calculate the average and rms values of an output voltage. Note: NO. of primary = 6 No. of secondary-3

The input to a full-wave rectifier is 10 V AC (RMS). The load resistor is 10 ohms and rectifier losses are 4W. The power efficiency of the rectifier is: O A. 58 % O B. None of the other choices are correct O C. 100 % O D. 80 % O E. 67 %