3. For this network the symbol o represents the so-called golden ratio and can be expressed as: 10 фН фН 1+ 5 1.6180339887. 12 The golden ratio o has the interesting property that any integer power o" can be expressed as a linear combination of o and a constant. For example, g = p+1 and o' =9-1 Express the transfer function H(ja) = Vau V, in terms of ø using the proportionality principle. When simplifying the resulting polynomial at each step, be certain to simplify sub-expressions involving o. 2F Our 3. (cont.) 10 ФН фН 1Ω 2F p'F

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
3.
For this network the symbol o represents the so-called
golden ratio and can be expressed as:
10
фН
фН
1+ 5
1.6180339887.
12
The golden ratio o has the interesting property that any
integer power o" can be expressed as a linear combination
of o and a constant. For example,
g = p+1 and o' =9-1
Express the transfer function H(ja) = Vau V, in terms of ø using the proportionality principle. When simplifying the resulting
polynomial at each step, be certain to simplify sub-expressions involving o.
2F
Our
Transcribed Image Text:3. For this network the symbol o represents the so-called golden ratio and can be expressed as: 10 фН фН 1+ 5 1.6180339887. 12 The golden ratio o has the interesting property that any integer power o" can be expressed as a linear combination of o and a constant. For example, g = p+1 and o' =9-1 Express the transfer function H(ja) = Vau V, in terms of ø using the proportionality principle. When simplifying the resulting polynomial at each step, be certain to simplify sub-expressions involving o. 2F Our
3.
(cont.)
10
ФН
фН
1Ω
2F
p'F
Transcribed Image Text:3. (cont.) 10 ФН фН 1Ω 2F p'F
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