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4. The state representation of a given system is given by x (t) = Ax (t). If the initial state vector of the system is x (0) = then system response is x (t) = If the initial 2e 2 state vector of the system changes to x (0) = then the system response becomes e x (t) : Find system matrix A.

4. The state representation of a given system is given by x (t) = Ax (t). If the initial state vector of the system is x (0) = then system response is x (t) = If the initial 2e 2 state vector of the system changes to x (0) = then the system response becomes e x (t) : Find system matrix A.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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4. The state representation of a given system is given by x (t) = Ax (t). If the initial state vector %3D of the system is x (0) = then system response is x (t) = If the initial 2e state vector of the system changes to x (0) then the system response becomes x (t) = Find system matrix A.
Transcribed Image Text:4. The state representation of a given system is given by x (t) = Ax (t). If the initial state vector %3D of the system is x (0) = then system response is x (t) = If the initial 2e state vector of the system changes to x (0) then the system response becomes x (t) = Find system matrix A.
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