An AC circuit is shown in the diagram. The source of emf has a peak voltage of 9.00 V and a frequency of 60.0 Hz. Assume the wires contribute a negligible amount to the resistance and the AC source has negligible internal resistance. 524 2 493 2 1.56 k2 a) Find the equivalent resistance of the circuit. Redraw the circuit showing the equivalent resistor and use this simplified circuit for the rest of the problem. 315 2 Re = b) Find the rms current. 9.00 V, 60.0 Hz c) If the current is zero at time t= 0, find the first two times (after time t-0) that the current is equal to its rms value. and d) Find the average power dissipated by the circuit.

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An AC circuit is shown in the diagram. The source of emf
has a peak voltage of 9.00 V and a frequency of 60.0 Hz.
Assume the wires contribute a negligible amount to the
resistance and the AC source has negligible internal
resistance.
524 2
493 2
1.56 k2
a) Find the equivalent resistance of the circuit. Redraw the
circuit showing the equivalent resistor and use this
simplified circuit for the rest of the problem.
315 2
Re =
b) Find the rms current.
9.00 V, 60.0 Hz
c) If the current is zero at time t= 0, find the first two times (after time t-0) that the current is equal to
its rms value.
and
d) Find the average power dissipated by the circuit.
Transcribed Image Text:An AC circuit is shown in the diagram. The source of emf has a peak voltage of 9.00 V and a frequency of 60.0 Hz. Assume the wires contribute a negligible amount to the resistance and the AC source has negligible internal resistance. 524 2 493 2 1.56 k2 a) Find the equivalent resistance of the circuit. Redraw the circuit showing the equivalent resistor and use this simplified circuit for the rest of the problem. 315 2 Re = b) Find the rms current. 9.00 V, 60.0 Hz c) If the current is zero at time t= 0, find the first two times (after time t-0) that the current is equal to its rms value. and d) Find the average power dissipated by the circuit.
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