An RLC Circuit With L = 20mt, R= 30, and C HOµF is driven by an AC Source of lav (rms) and 120 Hz. Show your work below, and write your final anwser in front of each part. Calculate and explain each Step to solve a) The capacitive reactance and inductive reactance....... c) Maximum current b) The total impedance of the circuit... a prase angle between roltage and current. ·e) the rate at which energy is taken from the generator on average f) The resonant frequency, in Hz. 2 g) Rms voltage across the capacitor at resonant frequency. h) maximum current at resonant frequency.

University Physics Volume 2
18th Edition
ISBN:9781938168161
Author:OpenStax
Publisher:OpenStax
Chapter14: Inductance
Section: Chapter Questions
Problem 64P: What is the self-inductance of an LC circuit that oscillates at 60 Hz 1ien the capacitance is 10 F ?
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An RLC Circuit With L = 20mt, R= 30,
and C HOµF is driven by an AC
Source of lav (rms) and 120 Hz.
Show your work below, and write
your final anwser in front of each
part. Calculate and explain each
Step to solve
a) The capacitive reactance and
inductive reactance.......
c) Maximum current
b) The total impedance of the
circuit...
a prase angle between roltage
and current.
·e) the rate at which energy
is taken from the generator
on average
f) The resonant frequency, in Hz.
2
g) Rms voltage across the
capacitor at resonant frequency.
h) maximum current at resonant
frequency.
Transcribed Image Text:An RLC Circuit With L = 20mt, R= 30, and C HOµF is driven by an AC Source of lav (rms) and 120 Hz. Show your work below, and write your final anwser in front of each part. Calculate and explain each Step to solve a) The capacitive reactance and inductive reactance....... c) Maximum current b) The total impedance of the circuit... a prase angle between roltage and current. ·e) the rate at which energy is taken from the generator on average f) The resonant frequency, in Hz. 2 g) Rms voltage across the capacitor at resonant frequency. h) maximum current at resonant frequency.
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9781938168161
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OpenStax