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(Solved): The state variable equations of a system are \( \dot{Z}_{1}=-3 M_{1}-M_{2}+U, \dot{Z}_{2}=2 M_{1} \ ...




The state variable equations of a system are \( \dot{Z}_{1}=-3 M_{1}-M_{2}+U, \dot{Z}_{2}=2 M_{1} \) and \( Y=M_{1}+U \). The
The state variable equations of a system are \( \dot{Z}_{1}=-3 M_{1}-M_{2}+U, \dot{Z}_{2}=2 M_{1} \) and \( Y=M_{1}+U \). The system is a. Neither controllable nor observable b. Controllable but not observable c. Observable but not controllable d. Controllable and observable Clear my choice


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Given that, Z?1=?3M1?M2+U,Z?2=2M2,andY=M1+U we can rewrite th
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