Please accept that the RLC circuit given below is a linear time-invariant system in continuous time. (LTI) R = 3kN, L = 2mH ve C = 1mF how by drawing all possible convergence zones(ROC) belonging to the system. indicate whether the system is stable or causal for each onvergence zone probability. or the convergence zone where the system is stable and causal, write the impulse response h(t) of the system. ccept the input signal as Vs(t)=5u(t) V and find the value of the output signal v (t), which should be. R L C= °1
Please accept that the RLC circuit given below is a linear time-invariant system in continuous time. (LTI) R = 3kN, L = 2mH ve C = 1mF how by drawing all possible convergence zones(ROC) belonging to the system. indicate whether the system is stable or causal for each onvergence zone probability. or the convergence zone where the system is stable and causal, write the impulse response h(t) of the system. ccept the input signal as Vs(t)=5u(t) V and find the value of the output signal v (t), which should be. R L C= °1
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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Transcribed Image Text:Please accept that the RLC circuit given below is a linear time-invariant
system in continuous time. (LTI) R = 3kN, L = 2mH ve C = 1mF
с.
show by drawing all possible convergence zones(ROC) belonging to the system. indicate whether the system is stable or causal for each
convergence zone probability.
d.
for the convergence zone where the system is stable and causal, write the impulse response h(t) of the system.
е.
accept the input signal as Vs(t)=5u(t) V and find the value of the output signal v (t), which should be.
L
c= v1
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