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oblem 6 A linear dynamical system can be created for two masses connected by springs...

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Algebra

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oblem 6 A linear dynamical system can be created for two masses connected by springs between one another and connected to opposing walls The state vector at time t is a 4 x 1 vector consisting of the displacement and velocity of each of the two masses The transition matrix for this dynamical system is given by the following matrix 1 0 33232 16 5 1 i 0 1 16 5 30 O 00 25 0 0 8 25 Because the system oscillates there will be complex valued eigenvalues Find the eigenvalue associated with the following eigenvector 1 3323 0 1 5

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