Question: Consider a system modeled via the third-order differential equation x(t)+3x(t)+3x(t) + x(t) =(t)+2(t)+4(t) + u(t). Develop a state variable representation and obtain a block diagram

Consider a system modeled via the third-order differential equationx(t)+3x(t)+3x(t) + x(t) =(t)+2(t)+4(t) + u(t). Develop a state variable representation and

x(t)+3x(t)+3x(t) + x(t) =(t)+2(t)+4(t) + u(t). Develop a state variable representation and obtain a block diagram of the system assuming the output is x(t) and the input is u(t).

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