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| Q. |
A system has a complex conjugate root pair of multiplicity two or more in its characteristic equation. The impulse response of the system will be: |
| A. | a sinusoidal oscillation which decays exponentially; the system is therefore stable |
| B. | a sinusoidal oscillation with a time multiplier ; the system is therefore unstable |
| C. | a sinusoidal oscillation which rises exponentially ; the system is therefore unstable |
| D. | a dc term harmonic oscillation the system therefore becomes limiting stable |
| Answer» C. a sinusoidal oscillation which rises exponentially ; the system is therefore unstable | |
| Explanation: poles are the roots of the denominator of the transfer function and on imaginary axis makes the system stable but multiple poles makes the system unstable. | |
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