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Figure 592 Z2 21 V1(s) V2(s) R= R1 || R2 or not present V2(s) De+ Es + F V1 (s) Ds + Es + F V2(s) V1(s) As“ 2 -Bs +C 2 As“ + Bs + C A- zero or one B& C = one if possible and when A-0 [R1,C1,S1,P1]-[ohms, farads, series, parallel] for Z1 [R2,C2,S2,P2]-[ohms, farads, series, parallel] for Z2 zero means NO or NOT PRESENT or DOES NOT APPLY series or parallel = one means series or parallel combination

Figure 592 Z2 21 V1(s) V2(s) R= R1 || R2 or not present V2(s) De+ Es + F V1 (s) Ds + Es + F V2(s) V1(s) As“ 2 -Bs +C 2 As“ + Bs + C A- zero or one B& C = one if possible and when A-0 [R1,C1,S1,P1]-[ohms, farads, series, parallel] for Z1 [R2,C2,S2,P2]-[ohms, farads, series, parallel] for Z2 zero means NO or NOT PRESENT or DOES NOT APPLY series or parallel = one means series or parallel combination

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Ex. 592. Refer to Figure 592. [R1,C1,S1,P1]=[17, 8,1,0]. [R2,C2,S2,P2]=[12,10,1,0]. Determine A,B,C,D,E,F.

Figure 592 Z2 Z1 v1 (s) V2(s) R= R1 || R2 or not present V2(s) De + Es + F V1(s) Ds + Es + F V2(s) V1(s) + Bs + C As“ + Bs + C A = zero or one B&C = one if possible and when A=0 [R1,C1,$1,P1]=[ohms, farads, series, parallel] for Z1 [R2,C2,52,P2]=[ohms, farads, series, parallel] for Z2 zero means NO or NOT PRESENT or DOES NOT APPLY series or parallel = one means series or parallel combination %3!
Transcribed Image Text:Figure 592 Z2 Z1 v1 (s) V2(s) R= R1 || R2 or not present V2(s) De + Es + F V1(s) Ds + Es + F V2(s) V1(s) + Bs + C As“ + Bs + C A = zero or one B&C = one if possible and when A=0 [R1,C1,$1,P1]=[ohms, farads, series, parallel] for Z1 [R2,C2,52,P2]=[ohms, farads, series, parallel] for Z2 zero means NO or NOT PRESENT or DOES NOT APPLY series or parallel = one means series or parallel combination %3!
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