For the following peak or rms values of some important sine waves, calculate the corresponding other value: (a) 117 V rms, a household-power voltage in North America (b) 33.9 V peak, a somewhat common peak voltage in rectifier circuits (c) 220 V rms, a household-power voltage in parts of Europe (d) 220 kV rms, a high-voltage transmission-line voltage in North America

Consider the full-wave rectifier circuit shown below, where• vS(t) is a sinusoidal signal with a peak value (Vs = 5 V).• Diodes are modelled using constant voltage model with VDO = 0.7 V• The ac line voltage has an rms value of 120 V and a frequency (f) = 60 Hza) Calculate the transformer turns ratio.  b) Plot in the same graph signal vS(t) and the output signal vO(t) versus time (t) (show all details including amplitudes, time instances, etc.) c) Calculate the rms value of the output signal vO(t). (hint: sin2(x) = 0.5(1- cos(2x)))  d) If a capacitor C=3.58 F is connected across R = 10 k, repeat (b) in a new graph

The input to a 3-phase full-wave rectifier is 60 Hz AC voltage. If the voltage drop across diodes is 0 V, The RMS voltage at the load would be: O A. None of the other choices are correct O B. Cannot tell until we have more information O C. Lower than the RMS voltage at the input O D. Higher than the RMS voltage at the input O E. The same as the RMS voltage at the input

answer all Q plz?