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The differential equation of a system is shown below: d² y ď²x B + C dt² dt² dt + Dy B The output is the position y while the input is the acceleration ( x d²a). Where B = 49, C = 28 and D = 9 The denominator of the transfer function will be in the form of s² + (E) s + F Determine the value of E (write the answer in two decimal places).

The differential equation of a system is shown below: d² y ď²x B + C dt² dt² dt + Dy B The output is the position y while the input is the acceleration ( x d²a). Where B = 49, C = 28 and D = 9 The denominator of the transfer function will be in the form of s² + (E) s + F Determine the value of E (write the answer in two decimal places).

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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The differential equation of a system is shown below: Bdy dt² dy + C + Dy = B dt dt² The output is the position y while the input is the acceleration ( d²x ²). dt² Where B = 49, C = 28 and D = 9 The denominator of the transfer function will be in the form of s² + (E) s + F Determine the value of E (write the answer in two decimal places).
Transcribed Image Text:The differential equation of a system is shown below: Bdy dt² dy + C + Dy = B dt dt² The output is the position y while the input is the acceleration ( d²x ²). dt² Where B = 49, C = 28 and D = 9 The denominator of the transfer function will be in the form of s² + (E) s + F Determine the value of E (write the answer in two decimal places).
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