H1: poles: p1 = -0.2, p2 = -0.2, zeros: z1 = 0. H2: poles: p1 = -0.2+1j, p2 = -0.2-1j, zeros: z1 = 0. H3: poles: p1 = -0.2+2j, p2 = -0.2-2j, zeros: z1 = 0. H4: poles: p1 = -0.2+3j, p2 = -0.2-3j, zeros: z1 = 0.

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Find Transfer Function

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H1: poles: p1 = -0.2, p2 = -0.2, zeros: z1 = 0.
H2: poles: p1 = -0.2+1j, p2 = -0.2-1j, zeros: z1 = 0.
H3: poles: p1 = -0.2+2j, p2 = -0.2-2j, zeros: z1 = 0.
H4: poles: p1 = -0.2+3j, p2 = -0.2-3j, zeros: z1 = 0.
Transcribed Image Text:● ● H1: poles: p1 = -0.2, p2 = -0.2, zeros: z1 = 0. H2: poles: p1 = -0.2+1j, p2 = -0.2-1j, zeros: z1 = 0. H3: poles: p1 = -0.2+2j, p2 = -0.2-2j, zeros: z1 = 0. H4: poles: p1 = -0.2+3j, p2 = -0.2-3j, zeros: z1 = 0.
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Step 1: Theory

A transfer function is a mathematical representation of the relationship between the input and output of a linear time-invariant (LTI) system in the frequency domain. It is a fundamental concept in control theory and signal processing.

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