In the parallel RLC circuit shown below, assuming v(0) = 9 V, i(0) = 0 A, L = 1 H and C = 10 mF. For R = 3.8 0, find: %3D R. C : The roots of the characteristics equation S1 & S2. Oa. S1= -3.685 s, S2= -21.71 s Ob. S1= -4.606 s1, 52= -21.71 s ©c. S1= -3.685 s, 52= -17.368 s Od. S1= -4.606 s, S2= -17.368 s v(t) for t > 0 is A1 e-A2 e2t the values of A1 and A2 are: Oa. A1= -1.939 V, A2= 11.424 V Ob. A1= -1.939 V, A2= 9.139 V Oc. A1 = -2.424 V. A2= 9.139 V Od. A1= -2.424 V, A2= 11.424 V
In the parallel RLC circuit shown below, assuming v(0) = 9 V, i(0) = 0 A, L = 1 H and C = 10 mF. For R = 3.8 0, find: %3D R. C : The roots of the characteristics equation S1 & S2. Oa. S1= -3.685 s, S2= -21.71 s Ob. S1= -4.606 s1, 52= -21.71 s ©c. S1= -3.685 s, 52= -17.368 s Od. S1= -4.606 s, S2= -17.368 s v(t) for t > 0 is A1 e-A2 e2t the values of A1 and A2 are: Oa. A1= -1.939 V, A2= 11.424 V Ob. A1= -1.939 V, A2= 9.139 V Oc. A1 = -2.424 V. A2= 9.139 V Od. A1= -2.424 V, A2= 11.424 V
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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Question
Transcribed Image Text:Oc. 5.88 L 138.254 A
Od. 5.28 L 123.254 A
In the parallel RLC circuit shown below, assuming v(0) = 9 V, i(0) = 0 A, L = 1 H and C = 10 mF. For R = 3.80, find:
C Vo
The roots of the characteristics equation S1 & S2.
Oa. S1 = -3.685 s, S2= -21.71 s1
Ob. S1= -4.606 s, S2= -21.71 s
Oc. S1= -3.685 s, S2= -17.368 s
Od. S1= -4.606 s-1, S2= -17.368 s
v(t) for t > 0 i A1 et-A2 e2t the values of A1 and A2 are:
Oa. A1= -1.939 V, A2= 11.424 V
Ob. A1= -1.939 V, A2= 9.139 V
Oc. A1= -2.424 V A2= 9.139 v
Cd. A1 = -2.424 V. A2= 11.424 V
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