If a signal x(t) does not have any definite values at certain points for certain values of 't' but has a definite value at the remaining points, then the signal is said to be a-

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BDL MT Electrical 17 April 2022 Official Paper
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  1. Non-periodic signal
  2. Piecewise continuous signal
  3. Deterministic signal
  4. Random signal

Answer (Detailed Solution Below)

Option 2 : Piecewise continuous signal
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The correct answer is option 2):(Piecewisoe continuous signal)

Concept:

Piecewise Continuous Signals

  • If a signal x(t) does not have any definite values at certain points for certain values of t but has a definite value at the remaining points, the signal is said to be a piecewise continuous signal

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Additional Information

  • A non-periodic signal is any signal that does not repeat itself after any period of time, however significant that period may be. Most of the signals we come across in real life are non-periodic. For example, speech is a non-periodic signal.
  • A signal is said to be deterministic if there is no uncertainty with respect to its value at any instant in time.
  • A random, or stochastic signal is characterised by its lack of predictability.
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