For any continuous signal x(t), the sifting property gives integral x(t)delta(t-t0)dt over all time equal to?

  • A0
  • Bx(0) only
  • Cx(t0)
  • Ddelta(t0)
Report an error
Correct Answer: C. x(t0)
Explanation: The shifted impulse samples the signal at its location: ∫x(t)delta(t-t0)dt=x(t0).
Reference: Standard signals and systems: elementary signals
Continue practicing: Signals & Systems MCQs or browse all MCQs.