When defining the impulse or δ(t) signal the shape of the signal used to do so is
Question:
(a) The triangular pulse
Carefully plot it, compute its area, and find its limit as 0. What do you obtain in the limit? Explain.
(b) Consider the signal
Use the properties of the sinc signal S(t) =sin(Ït)/(Ït) to express S(t)in terms of S(t). Then find its area, and the limit as 0. Use symbolic MATLAB to show that for decreasing values of the S(t) becomes like the impulse signal.
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