Q. Given figure shows a unity feedback system. The ratio of time constants for open loop and closed loop response are

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Q. For a second order system damping factor is 0.1. If ωd is frequency of damped oscillations and ωn is natural frequency,

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Q. For the block diagram of 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 ratio C(s)/R(s) =

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Q. The transfer function given by following equation can be for

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Q. For the feedback system with closed loop transfer function given below, the settling time for 2% tolerance

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Q. For the system of the given figure the closed loop poles are located at

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Q. The system in the given figure, x(0) = 0 and x (0) = 0, At t = 0 the unit impulse δ(t) is applied X(s)

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Q. A second order system has damping ratio x and natural frequency ωn. The unit step response is

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Q. The following response is

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

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Q. In the given figure, R2 >> R1. Then V₂(s)/V₁(s)

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Q. For the system of the given figure, the closed loop poles are at

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Q. In the given figure the input frequency f = 10(1/2 π RC)

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Q. For the second order system given by following equation, damping ratio is

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Q. In the given figure, P = 3 kg force. Then X(s) =

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Q. The polar plot in the given figure is for the term

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Q. The compensator in the given figure is a

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Q. For the block diagram of the given figure, the equation describing system dynamics is

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

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