Given the state equations: {:[x^(?)(t)=[[0,2],[-2,-5]]x(t)+[[0],[1]]u(t)],[y(t)=[[1,0]]x(t)]:} a) Find the transfer function [ 3 points] b) Use transformation technique to express x^(?)(t) in terms of v^(?)(t) [3.5 points] c) Verify your results in a) and b) using MATLAB [6 points] solutionspile.com

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Given the state equations: {:[x^(?)(t)=[[0,2],[-2,-5]]x(t)+[[0],[1]]u(t)],[y(t)=[[1,0]]x(t)]:} a) Find the transfer function [ 3 points] b) Use transformation technique to express x^(?)(t) in terms of v^(?)(t) [3.5 points] c) Verify your results in a) and b) using MATLAB [6 points]  solutionspile.com

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Expert Answer to - Given the state equations: {:[x^()(t)=[[0,2],[-2,-5]]x(t)+[[0],[1]]u(t)],[y(t)=[[1,0]]x(t)]:} a) F

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Solution for - Given the state equations: {:[x^()(t)=[[0,2],[-2,-5]]x(t)+[[0],[1]]u(t)],[y(t)=[[1,0]]x(t)]:} a) F

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This an additional answer to - Given the state equations: {:[x^()(t)=[[0,2],[-2,-5]]x(t)+[[0],[1]]u(t)],[y(t)=[[1,0]]x(t)]:} a) F

(Solved): Given the state equations: {:[x^()(t)=[[0,2],[-2,-5]]x(t)+[[0],[1]]u(t)],[y(t)=[[1,0]]x(t)]:} a) F ...

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