Consider the sampling signal which we will use in the sampling of analog signals later on. (a)

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Consider the sampling signal

87 (t) = 8(t – kT) 5(t – k=0

which we will use in the sampling of analog signals later on.

(a) Plot δT(t). Find

SS7(t) ap(1)'g

and carefully plot it for all t. What does the resulting signal ss(t) look like? In [18] the author calls it the €œstairway to the stars.€ Explain.

(b) Use MATLAB function stairsto plot ssT(t) for T = 0.1. Determine what signal would be the limit as T †’ 0.

(c) A sampled signal is

Let x(t) =cos(2Ï€t)u(t) and Ts =0.1. Find the integral

and use MATLAB to plot it for 0 ‰¤ t ‰¤ 10. In a simple way this prob-lem illustrates the operation of a discrete to analog converter which converts a discrete-time into a continuous-time signal (its cousin is the digital to analog converter or DAC).

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