pacitor is connected to an AC source. If the maximum current in the circuit is 0.460 A and the voltage from the AC source is given by Δv = (87.4 V) sin[(82?)s−1t]
pacitor is connected to an AC source. If the maximum current in the circuit is 0.460 A and the voltage from the AC source is given by Δv = (87.4 V) sin[(82?)s−1t]
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
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A capacitor is connected to an AC source. If the maximum current in the circuit is 0.460 A and the voltage from the AC source is given by
Δv = (87.4 V) sin[(82?)s−1t], determine the following.
![A capacitor is connected to an AC source. If the maximum current in the circuit is 0.460 A and the voltage from the AC source is given by Av = (87.4 V) sin[(82x)st], determine the following.
(a) the rms voltage (in V) of the source
61.79
V
(b) the frequency (in Hz) of the source
41
V Hz
(c) the capacitance (in µF) of the capacitor
How is the capacitive reactance related to the capacitance and frequency? How is the capacitive reactance related to the maximum current and voltage? See if you can combine these two
relationships to determine an expression for the capacitance in terms of known information. µF](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F5f63f755-ca8c-44dd-855c-68cc433e031d%2F6467366e-4a92-4fdc-bfa2-546c9c656f86%2Ft0uc6cs_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A capacitor is connected to an AC source. If the maximum current in the circuit is 0.460 A and the voltage from the AC source is given by Av = (87.4 V) sin[(82x)st], determine the following.
(a) the rms voltage (in V) of the source
61.79
V
(b) the frequency (in Hz) of the source
41
V Hz
(c) the capacitance (in µF) of the capacitor
How is the capacitive reactance related to the capacitance and frequency? How is the capacitive reactance related to the maximum current and voltage? See if you can combine these two
relationships to determine an expression for the capacitance in terms of known information. µF
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