Consider the state-space system with matrices -54). 8 =( ). C- (10), D = 0 B...

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Consider the state-space system with matrices -54). 8 =( ). C- (10), D = 0 B C: 0 1 A = Note that the system is unstable and uncontrollable. Is it possible to design a state-feedback law - - u (t) = kx(t) k 2x2 (1) such that the closed-loop eigenvalues are both equal to - 5 ? I If it is not possible enter 0. If it is possible enter the value of k Enter your numerical answer (without units) to 2 decimal places in the box below. Consider the state-space system with matrices -54). 8 =( ). C- (10), D = 0 B C: 0 1 A = Note that the system is unstable and uncontrollable. Is it possible to design a state-feedback law - - u (t) = kx(t) k 2x2 (1) such that the closed-loop eigenvalues are both equal to - 5 ? I If it is not possible enter 0. If it is possible enter the value of k Enter your numerical answer (without units) to 2 decimal places in the box below.

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The image shows a control system problem where the statespace representation of a system is given by ... View the full answer