For a second order system, damping ratio ζ is such that 0 < ζ <. Then the roots of characteristic equation are-A-real but not equalB-real and equalC-complex conjugateD-imaginary-C-complex conjugate

Question

For a second order system, damping ratio &zeta; is such that 0 &lt; &zeta; &lt;. Then the roots of characteristic equation are-A-real but not equalB-real and equalC-complex conjugateD-imaginary-C-complex conjugate

APTITUDE CRACK · Accepted Answer

C complex conjugate No answer description is available.

Signals and Systems - Engineering

For a second order system, damping ratio ζ is such that 0 < ζ <. Then the roots of characteristic equation are

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Signals and Systems - Engineering

For a second order system, damping ratio ζ is such that 0 < ζ <. Then the roots of characteristic equation are

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For help Students Orientation Mcqs Questions

For help Students Orientation
Mcqs Questions