Q.1
What is the full form of BIBO?
  • a) Boundary input Boundary Output
  • b) Boundary Input Bounded Output
  • c) Bonded Input Bonded Output
  • d) Bounded Input, Bounded Output
Q.2
When is a system said to be BIBO stable?
  • a) When the boundary conditions of the system are stable
  • b) When there is stability in the overall system
  • c) Every Bounded input results in a bounded output
  • d) When the input and output conditions are stable
Q.3
When does a signal say to be bounded?
  • a) When it is stable
  • b) When it gives slow responses
  • c) Magnitude does not grow without bound
  • d) When it has small inputs
Q.4
How do you describe a stable system informally?
  • a) When small inputs lead to responses that do not diverge
  • b) When small inputs lead to responses that diverge
  • c) When large inputs lead to diverging outputs
  • d) All inputs lead to outputs that converge
Q.5
The system is stable when y(t)= tx(y).
  • a) True
  • b) False
Q.6
How is a time domain system analyzed?
  • a) Study of a system in accordance to changes in its inputs over time
  • b) Study of a system in accordance to changes in its over time
  • c) Study of a system in accordance to changes in its overall structure over time
  • d) Study of a system in accordance to how a system change itself overall in a time
Q.7
What is the frequency domain?
  • a) Analysis of signals in a frequency range
  • b) Analysis of signals in their bandwidth
  • c) Analysis of a signal with respect to its frequency
  • d) Study of a system in accordance to changes in its overall frequency
Q.8
Time domain is easier for mathematical operation than frequency domain.
  • a) True
  • b) False
Q.9
What are the mathematical tools to convert a system from a time domain to frequency domain?
  • a) Fourier series, Fourier transform, Laplace transform, Z-transform
  • b) Fourier series only
  • c) Fourier series and Laplace transform only
  • d) Fourier series, Fourier transform and Laplace transform only
Q.10
One of the main limitations of time domain analysis is the noise and frequency.
  • a) True
  • b) False
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