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WorksheetsParallel RLC circuit
Total questions: 4
Worksheet time: 6mins
What are the three characteristics of the voltage across each branch of a parallel RL circuit?
The current across each of the branches is the same value, equal in value to the total applied current, and all in phase of each other.
The voltage across each of the branches is the same value, equal in value to the total applied voltage, and all in phase of each other.
The voltage across each of the branches is the same value, equal in value to the total applied voltage, and all in out phase of each other.
The current across each of the branches is the same value, equal in value to the total applied current, and all in out phase of each other.
The total current in a parallel RL circuit is Equal to the vector sum rather than the arithmetic sum. Why?
Because the loop currents are out of phase with each other.
Because the loop voltages are out of phase with each other.
Because the branch voltages are out of phase with each other.
Because the branch currents are out of phase with each other.
The current measurements of a parallel RL circuit show a current flow of 2 amps through the resistive branch and 4 amps through the inductive branch, determine the value of the total current flow
4.47 A
6.00 A
8.00 A
20.0 A
For an RL circuit with a 240-V supply, and 20 Ω resistor , 10 Ω capacitor and a 58 Ω inductor, calculate the current source.
5 A
12 A
13 A
3.08 A
