AllInfoHub Logo

AllInfoHub – MCQ Practice

Control Systems (ECE Perspective) – Multiple Choice Questions (MCQs)

  1. 61. The initial value theorem for Laplace transform states that lim(t->0+) f(t) = :

    • A. lim(s->0) sF(s)
    • B. lim(s->∞) sF(s)
    • C. lim(s->0) F(s)
    • D. lim(s->∞) F(s)
  2. 62. What is the primary role of a "compensator" in a control system?

    • A. To increase the power of the signal
    • B. To improve the overall performance and stability
    • C. To filter out noise
    • D. To provide an input signal
  3. 63. A lead-lag compensator combines the characteristics of:

    • A. Proportional and Integral control
    • B. Lead and Lag compensation
    • C. Derivative and Proportional control
    • D. Feedforward and Feedback control
  4. 64. The bandwidth of a control system is a measure of its ability to follow:

    • A. Slowly changing inputs
    • B. Rapidly changing inputs
    • C. Constant inputs
    • D. Sinusoidal inputs of all frequencies
  5. 65. The error constant Kv for a type 1 system with a unit ramp input is related to its steady-state error by:

    • A. 1/Kv
    • B. Kv
    • C. 0
    • D.
  6. 66. Which compensation technique is used to improve the steady-state error without significantly affecting the transient response?

    • A. Lead compensation
    • B. Lag compensation
    • C. PID compensation
    • D. Feedforward compensation
  7. 67. Which compensation technique is used to improve the transient response (speed and damping) of a system?

    • A. Lead compensation
    • B. Lag compensation
    • C. PID compensation
    • D. Feedforward compensation
  8. 68. The phase-lead network primarily contributes to:

    • A. Increasing the phase lag
    • B. Increasing the phase lead
    • C. Reducing the gain
    • D. Increasing the steady-state error
  9. 69. The phase-lag network primarily contributes to:

    • A. Increasing the phase lag
    • B. Increasing the phase lead
    • C. Increasing the gain
    • D. Decreasing the steady-state error
  10. 70. The state transition matrix for a linear time-invariant (LTI) system is given by:

    • A. e^At
    • B. e^-At
    • C. A^-1
    • D. I
  11. 71. The response of a control system to a sinusoidal input is analyzed using its:

    • A. Transfer function
    • B. Frequency response
    • C. Impulse response
    • D. Step response
  12. 72. The transfer function of a digital control system is represented in the ________ domain.

    • A. s-domain
    • B. z-domain
    • C. time-domain
    • D. frequency-domain