Q. For G(jω) =

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Q. The transient response of a second order system is given by following equation. For 5% criterion the settling time is

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Q. For the system in the given figure, the transfer function C(s)/R(s) is

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Q. For the system in the given figure, the characteristic equation is

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Q. In the given figure the transfer function C(s)/N(s) =

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Q. The following transfer function can be for

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Q. The system of the given figure

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Q. For the given figure C(s)/R(s)

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Q. If phase angle of open loop transfer function becomes - 180° at frequency ω1, then gain margin is equal to

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Q. A system with following transfer function may be approximated by the system

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Q. For the second order system having following differential equation (When θ0 and θi are output and input), the natural frequency is

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Q. For a second order system, the position of poles is in the shaded region shown in the given figure. The variation in damping factor is

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Q. The maximum shift which can be provided by a lead compensator with transfer function given below is

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Q. The network of the given figure is a

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Q. For the given figure C(s)/R(s) =

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Q. The resistance R of a liquid flow system is defined as

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Q. For quadratic factor given below, In Bode log magnitude plot the high frequency asymptote is a straight line having the slope

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Q. For op-amp circuit of the given figure, Eo(s)/Ei(s) =

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Q. In liquid flow system the capacitance of a water tank is defined as

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Q. For a first order system having transfer function 1/(1+sT), the unit ramp response is

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