7. In the given signal flow-graph below, find A using Mason's gain rule. Gz{s) G|(s) Ga(s) Go(s) 1 G(s) R(s) G3(s) Gg(s) H(s) H;(s) H3(s) a. 1+ H3G,G7(G2G4 – G2G5 – G3G4 – G3G5) + G6H1 + G7H2 – G6H1G,H2 b. 1- H3G2G4(G2G4 – G2G5 – G3G4 – G3G5) + | G6H1 + G,H2 – GgH,G¬H2 c. 1- H3G6 G7(G2G4 + G2G5 + G3G4 + G3G5) – G6H1 – G7H2 + G6H1G,H2 d. 1+ H3G2G4(G2G4 + G2G5 + G3G4 + G3G5) – GGH1 – G,H2 + G6H,G,H2

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Answer 7 and 8 please
7. In the given signal flow-graph below, find A
using Mason's gain rule.
G(6)
Gz{s)
Ga(s)
Go(s)
1
G(s)
R(s)
Gy(s)
Gg(s) H,(s)
H;(s)
H3(s)
a. 1+ H3G,G¬(G2G4 – G2G5 – G3G4 – G3G5) +
G6H1 + G,H2 – GgH,G,H2
b. 1- H3G2G4(G2G4 – G2G5 – G3G4 – G3G5) +
|
-
GGH1 + G,H2 – GgH,G¬H2
c. 1- H3G6G,(G2G4 + G2G5 + G3G4 + G3G5) –
G6H1 – G,H2 + GgH,G,H2
d. 1+ H3G2G4(G2G4 + G2G5 + G3G4 + G3G5) –
G6H1 – G7H2 + G6H1G,H2
8. Based in problem 9, find T¼A4 using Mason's
gain rule.
a. G, G2G4G6G7
b. G,G3G5G6G7
c. G, G2G5G6G7
d. G¡G3G4G6G7.
Transcribed Image Text:7. In the given signal flow-graph below, find A using Mason's gain rule. G(6) Gz{s) Ga(s) Go(s) 1 G(s) R(s) Gy(s) Gg(s) H,(s) H;(s) H3(s) a. 1+ H3G,G¬(G2G4 – G2G5 – G3G4 – G3G5) + G6H1 + G,H2 – GgH,G,H2 b. 1- H3G2G4(G2G4 – G2G5 – G3G4 – G3G5) + | - GGH1 + G,H2 – GgH,G¬H2 c. 1- H3G6G,(G2G4 + G2G5 + G3G4 + G3G5) – G6H1 – G,H2 + GgH,G,H2 d. 1+ H3G2G4(G2G4 + G2G5 + G3G4 + G3G5) – G6H1 – G7H2 + G6H1G,H2 8. Based in problem 9, find T¼A4 using Mason's gain rule. a. G, G2G4G6G7 b. G,G3G5G6G7 c. G, G2G5G6G7 d. G¡G3G4G6G7.
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