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Questions and Answers
In the context of the given text, what does the term 'Zero-state response' refer to?
In the context of the given text, what does the term 'Zero-state response' refer to?
- The response of the system when the state vector is zero
- The response of the system when the input vector is zero (correct)
- The response of the system when the transition matrix is zero
- The response of the system when the initial state is zero
What is the State variable technique used for in multivariable systems?
What is the State variable technique used for in multivariable systems?
- To find the inverse Laplace transform
- To determine the transition matrix
- To calculate the non-homogeneous solution
- To represent the state of the system at a given time (correct)
How is the State representation of a linear system commonly expressed?
How is the State representation of a linear system commonly expressed?
- As a transition matrix
- As a state-space representation (correct)
- As a transfer function
- As a differential equation
What does the Transition matrix represent in the context of a linear system?
What does the Transition matrix represent in the context of a linear system?
When solving a linear system using the State variable technique, what does the Zero-input response refer to?
When solving a linear system using the State variable technique, what does the Zero-input response refer to?
In the context of a linear system, what does the term 'Zero-input response' refer to?
In the context of a linear system, what does the term 'Zero-input response' refer to?
What does the Transition matrix represent in the context of a linear system?
What does the Transition matrix represent in the context of a linear system?
What is the State variable technique used for in multivariable systems?
What is the State variable technique used for in multivariable systems?
What does the term 'Non-homogeneous solution' refer to in the context of a linear system?
What does the term 'Non-homogeneous solution' refer to in the context of a linear system?
What does the term 'State representation of a linear system' commonly express?
What does the term 'State representation of a linear system' commonly express?