Let h(t) be the triangular pulse shown in Fig. (a) and let x(t) be the unit impulse train [Fig. (b)) expressed as x(1) = 87(1) = £ 8(1 – nT) Determine and sketch y(t) = h(t) * x( t) for the following values of T: (a) T = 1.4 (b) T = 1.6

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Q: 4) Let h(t) be the triangular pulse shown in Fig (a) below, and x(t) be the impulse train in Fig.…

A:

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Q: 8 (t) = 4(84 (t + 1) – 84 (t – 3)) | The CTFT of g(f) is O.

A: Answer: False

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Q: z (t) = 8 (t – 5) The CTFT of x(1) Is X (f) = e jA#f The value of the numerical constant A is

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Q: 4) Let h(t) be the triangular pulse shown in Fig (a) below, and x(t) be teh impulse train in Fig.…

A: