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f(t) = Asin(Bt)u(t) − Cu(t) + Dt² where A=2, B=5, C=-4, D = 4. A manufacturing process is represented by the following block diagram where G₁(s) = 4/s, G₂(s) = 3, G3(s) = s, G4(s) = 5, H₁(s) = 4, and H₂(s) = 3s. R(s). f(t) = Be-¹¹u(t – D) G3 H2 G2 }/ Gl H1 G4 Do you and Rule 2 in the Lecture Notes to solve this question? Why / Why not? C(s) need to apply Rule 1 Simplify the block diagram to its most simplified form and find (C(s))/(R(s)). Show each step in your solution.

f(t) = Asin(Bt)u(t) − Cu(t) + Dt² where A=2, B=5, C=-4, D = 4. A manufacturing process is represented by the following block diagram where G₁(s) = 4/s, G₂(s) = 3, G3(s) = s, G4(s) = 5, H₁(s) = 4, and H₂(s) = 3s. R(s). f(t) = Be-¹¹u(t – D) G3 H2 G2 }/ Gl H1 G4 Do you and Rule 2 in the Lecture Notes to solve this question? Why / Why not? C(s) need to apply Rule 1 Simplify the block diagram to its most simplified form and find (C(s))/(R(s)). Show each step in your solution.

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Let f(t) represent the output of an industrial system in time domain, and F(s) be its Laplace transform. Find the Laplace Transform F(s). f(t) = Asin(Bt)u(t) − Cu(t) + Dt² where A=2, B=5, C=-4, D = 4. A manufacturing process is represented by the following block diagram where G₁(s) = 4/s, G₂(s) = 3, G3(s) = s, G4(s) = 5, H₁(s) = 4, and H₂(s) = 3s. R(S) + f(t) = Be-¹¹u(t – D) G3 H2 G2 } Gl H1 G4 C(s) Do you need to apply Rule 1 and Rule 2 in the Lecture Notes to solve this question? Why / Why not? Simplify the block diagram to its most simplified form and find (C(s))/(R(s)). Show each step in your solution.
Transcribed Image Text:Let f(t) represent the output of an industrial system in time domain, and F(s) be its Laplace transform. Find the Laplace Transform F(s). f(t) = Asin(Bt)u(t) − Cu(t) + Dt² where A=2, B=5, C=-4, D = 4. A manufacturing process is represented by the following block diagram where G₁(s) = 4/s, G₂(s) = 3, G3(s) = s, G4(s) = 5, H₁(s) = 4, and H₂(s) = 3s. R(S) + f(t) = Be-¹¹u(t – D) G3 H2 G2 } Gl H1 G4 C(s) Do you need to apply Rule 1 and Rule 2 in the Lecture Notes to solve this question? Why / Why not? Simplify the block diagram to its most simplified form and find (C(s))/(R(s)). Show each step in your solution.
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