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The resistance, inductance and capacitance in a parallel RLC circuit are 2000n, 250 mH and 10 nF respectively a) Calculate the roots of the characteristic eqaution that describe the voltage response of the circuit b) Will the response be over, under or critically damped? c) What value of the R will yield a damped frequency of 12 krad/s?

The resistance, inductance and capacitance in a parallel RLC circuit are 2000n, 250 mH and 10 nF respectively a) Calculate the roots of the characteristic eqaution that describe the voltage response of the circuit b) Will the response be over, under or critically damped? c) What value of the R will yield a damped frequency of 12 krad/s?

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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The resistance, inductance and capacitance in a parallel RLC circuit are 2000 ohms , 250mH and 10nF respectivaly
a) Calculate the roots of the characteristic eqaution that describe the voltage
response of the circuit
b) Will the response be over, under or critically damped?
c) What value of the R will yield a damped frequency of 12 krad/s?
d) What are the roots of characteristic equation for the value R found in c?
e) What value of R will result in a critically damped response?

The resistance, inductance and capacitance in a parallel RLC circuit are 2000n, 250 mH and 10 nF respectively a) Calculate the roots of the characteristic eqaution that describe the voltage response of the circuit b) Will the response be over, under or critically damped? c) What value of the R will yield a damped frequency of 12 krad/s?
Transcribed Image Text:The resistance, inductance and capacitance in a parallel RLC circuit are 2000n, 250 mH and 10 nF respectively a) Calculate the roots of the characteristic eqaution that describe the voltage response of the circuit b) Will the response be over, under or critically damped? c) What value of the R will yield a damped frequency of 12 krad/s?
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