2000s s²+2000s+104 Determine the attenuation constant, a, of the above equation

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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This is a practice question from my Introduction to Circuits course.

What is the process for solving this?

Thank you for your assistance.

The image shows a mathematical expression and a question. Here is the transcription for an educational website:

---

**Expression:**

\[
\frac{2000s}{s^2 + 2000s + 10^4}
\]

**Question:**

Determine the attenuation constant, \(\alpha\), of the above equation.

---

This appears to be a question related to control systems or signal processing, where the task is to find the attenuation constant from the given transfer function.
Transcribed Image Text:The image shows a mathematical expression and a question. Here is the transcription for an educational website: --- **Expression:** \[ \frac{2000s}{s^2 + 2000s + 10^4} \] **Question:** Determine the attenuation constant, \(\alpha\), of the above equation. --- This appears to be a question related to control systems or signal processing, where the task is to find the attenuation constant from the given transfer function.
Expert Solution
Step 1: State the given data.

The Laplace domain equation is

F(s)=2000ss2+2000s+104;

We need to find the attenuation constant, α.

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