21. Break points can be :
   (a)  only real
(a)  only real
   (b)  only complex
(b)  only complex
   (c)  real or complex
(c)  real or complex
   (d)  none of these
(d)  none of these
22. The root locus can be used to determine :
   (a)  the absolute stability of a system
(a)  the absolute stability of a system
   (b)  the relative stability of a system
(b)  the relative stability of a system
   (c)  both absolute and relative stabilities of a system
(c)  both absolute and relative stabilities of a system
   (d)  none of these
(d)  none of these
23. Asymptotes can intersect :
   (a)  only on the negative real axis
(a)  only on the negative real axis
   (b)  only on the positive real axis
(b)  only on the positive real axis
   (c)  any where on the real axis
(c)  any where on the real axis
   (d)  none of these
(d)  none of these
24. The angle of departure from a real pole is always :
   (a)  0°
(a)  0°
   (b)  180°
(b)  180°
   (c)  either 0° or 180°
(c)  either 0° or 180°
   (d)  to be calculated for each problem
(d)  to be calculated for each problem
25. The locus locus gives terminates on the :
   (a)  open-loop zeros
(a)  open-loop zeros
   (b)  closed-loop zeros
(b)  closed-loop zeros
   (c)  both of the characteristic equation
(c)  both of the characteristic equation
   (d)  none of these
(d)  none of these
Related Posts
 Stability Theory » Exercise - 128. The number of sign changes in the elements of the first column of the Routh array denotes : (a) the number of zeros of the closed-loop system in the RHP (b) the number of poles of the closed-loop system in the RHP (c) the number of open-loop zeros in RHP (d) the number of open-loop poles in RHP Stability Theory » Exercise - 128. The number of sign changes in the elements of the first column of the Routh array denotes : (a) the number of zeros of the closed-loop system in the RHP (b) the number of poles of the closed-loop system in the RHP (c) the number of open-loop zeros in RHP (d) the number of open-loop poles in RHP
 Stability Theory » Exercise - 136. The characteristic equation of a unity feedback system is given by s3 + s2+ 2s + 2 = 0 (a) The system has one pole in the RH of the s-plane (b) The system has two poles in the RH of the s-plane (c) The system is asymptotically stable (d) The system exhibits oscillatory response Stability Theory » Exercise - 136. The characteristic equation of a unity feedback system is given by s3 + s2+ 2s + 2 = 0 (a) The system has one pole in the RH of the s-plane (b) The system has two poles in the RH of the s-plane (c) The system is asymptotically stable (d) The system exhibits oscillatory response
 
		 
			