Question: The state-variable equations and the output equation of a system are given as where (u) and (y) are the input and output, respectively. a. Construct

The state-variable equations and the output equation of a system are given as

(x = X2 |x = 1x-x2+: + Qu' y = 2x +

where \(u\) and \(y\) are the input and output, respectively.

a. Construct the block diagram.

b. Find the transfer function \(Y(s) / U(s)\) directly from the block diagram.

c. Find the transfer function \(Y(s) / U(s)\) from the state-space form and compare with (b).

(x = X2 |x = 1x-x2+: + Qu' y = 2x + x2

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