Five infinite-impedance voltmeters, calibrated to read RMS values, are connected
ID: 2123769 • Letter: F
Question
Five infinite-impedance voltmeters, calibrated to read RMS values, are connected as shown. NOTE: for sinusoidal currents and voltages, RMS values are equal to maximum values (amplitudes) divided by the square root of two. The given values are R = 150.0 ohms, L = 0.330 H , and C = 7.00 %u03BCF. The amplitude of the generator EMF is 48.0 V.
(b) For the angular frequency used in part (a), consider the actual instant of time at which the EMF of the generator is +24.000 V and increasing. At this particular instant of time, what are the actual voltages across the passive circuit elements, or combinations of those elements? HINT: recall that the sum of the voltages of the passive elements must equal the generator EMF at every instant of time.
voltage across the resistor: V
voltage across the inductor: V
voltage across the capacitor: V
voltage across the inductor-capacitor combination: V
and
(c) What is the reading of each voltmeter if the angular frequency of the AC generator is 1020.0 rad/s? HINT: Remember that the voltmeters read RMS values.
the reading of voltmeter 1: V
the reading of voltmeter 2: V
the reading of voltmeter 3: V
the reading of voltmeter 4: V
the reading of voltmeter 5: V
(d) For the angular frequency used in part (c), consider the actual instant of time at which the EMF of the generator is +24.000 V and increasing. At this particular instant of time, what are the actual voltages across the passive circuit elements, or combinations of those elements? HINT: recall that the sum of the voltages of the passive elements must equal the generator EMF at every instant of time.
voltage across the resistor: V
voltage across the inductor: V
voltage across the capacitor: V
voltage across the inductor-capacitor combination: V
Answering of them will help, please!
Five infinite-impedance voltmeters, calibrated to read RMS values, are connected as shown. NOTE: for sinusoidal currents and voltages, RMS values are equal to maximum values (amplitudes) divided by the square root of two. The given values are R = 150.0 ohms, L = 0.330 H , and C = 7.00 %u03BCF. The amplitude of the generator EMF is 48.0 V. For the angular frequency used in part (a), consider the actual instant of time at which the EMF of the generator is +24.000 V and increasing. At this particular instant of time, what are the actual voltages across the passive circuit elements, or combinations of those elements? HINT: recall that the sum of the voltages of the passive elements must equal the generator EMF at every instant of time. voltage across the resistor: voltage across the inductor: voltage across the capacitor: voltage across the inductor-capacitor combination: What is the reading of each voltmeter if the angular frequency of the AC generator is 1020.0 rad/s? HINT: Remember that the voltmeters read RMS values. the reading of voltmeter 1: the reading of voltmeter 2: For the angular frequency used in part (c), consider the actual instant of time at which the EMF of the generator is +24.000 V and increasing. At this particular instant of time, what are the actual voltages across the passive circuit elements, or combinations of those elements? HINT: recall that the sum of the voltages of the passive elements must equal the generator EMF at every instant of time.Explanation / Answer
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