R K G(s) + H(s) 100 Where K is a constant, G(s) = and H(s) = 1, (s-5)(+25) (1) Determine the transfer function of the system T(s) = Y(S) R(S) (2) Determine the range of K such that the system is stable.
(3) When x(t) = u(t), Determine K such that yoo) = 4 = (4) Determine K such that the system is a critical damped system.
R K G(s) + H(s) 100 Where K is a constant, G(s) = and H(s) = 1, (s-5)(+25) (1) Determine the transfer function of the sy
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R K G(s) + H(s) 100 Where K is a constant, G(s) = and H(s) = 1, (s-5)(+25) (1) Determine the transfer function of the sy
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