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A parallel circuit consisting of a non-inductive resistor, an impedance coil, and a capacitor of negligible loss is connected across 120-V 60-Hz mains and takes 6 amp lagging current at a power factor of 0.936. The resistor takes 4 amp., and the capacitor 3 amp. Determine (a) power to the impedance coil; (b) current to impedance coil; (c) power-factor angle and power factor of impedance coil.

A parallel circuit consisting of a non-inductive resistor, an impedance coil, and a capacitor of negligible loss is connected across 120-V 60-Hz mains and takes 6 amp lagging current at a power factor of 0.936. The resistor takes 4 amp., and the capacitor 3 amp. Determine (a) power to the impedance coil; (b) current to impedance coil; (c) power-factor angle and power factor of impedance coil.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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A parallel circuit consisting of a non-inductive resistor, an impedance coil, and a capacitor of negligible loss is connected across 120-V 60-Hz mains and takes 6 amp lagging current at a power factor of 0.936. The resistor takes 4 amp., and the capacitor 3 amp. Determine (a) power to the impedance coil; (b) current to impedance coil; (c) power-factor angle and power factor of impedance coil.
Transcribed Image Text:A parallel circuit consisting of a non-inductive resistor, an impedance coil, and a capacitor of negligible loss is connected across 120-V 60-Hz mains and takes 6 amp lagging current at a power factor of 0.936. The resistor takes 4 amp., and the capacitor 3 amp. Determine (a) power to the impedance coil; (b) current to impedance coil; (c) power-factor angle and power factor of impedance coil.
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