Represent the following set of equations by a signal flow graph and the overall gain relating r, and r, i x2 = ax1 + fr2 x3 = bx2 + ex4 24 = cx3 + hx, dr4 + gr2 ab + ag(1 – ce) 1- ce- dh- f+ cef+ dhf abc + ag(1 – ce) 1- ce – dh - f+ cef + dhf abcd + ag(1 – ce f) 1- ce – dh – f+ cef + dhf | abcd + ag(1 – ce) ce – dh – f+cef + dhf |

Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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2) Represent the following set of equations by a signal flow graph and the overall gain relating x, and r1 is
x2 = ax1 + fx2
x3 = bx2 + er4
L4 = cx3 + h,
dx4 + gr2
X5 =
ab + ag(1 – ce)
1- ce –- dh – f + cef+ dhf
abc + ag(1 – ce)
ce – dh – f+ cef+ dhf
abcd + ag(1 – cef)
ce – dh – f+ cef + dhf
abcd + ag(1 - ce)
1- ce – dh – f + cef+ dhf
Transcribed Image Text:2) Represent the following set of equations by a signal flow graph and the overall gain relating x, and r1 is x2 = ax1 + fx2 x3 = bx2 + er4 L4 = cx3 + h, dx4 + gr2 X5 = ab + ag(1 – ce) 1- ce –- dh – f + cef+ dhf abc + ag(1 – ce) ce – dh – f+ cef+ dhf abcd + ag(1 – cef) ce – dh – f+ cef + dhf abcd + ag(1 - ce) 1- ce – dh – f + cef+ dhf
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