Question 1 Given a discrete-time signal x[n] as shown in Figure Q1. Analyse the properties of the signal by considering the following: (i) Determine the magnitude of x[-1], 3x[-4] + 2x[1] and x[3] - 4x[-3]. (ii) Extract the expression of the signal x[n] in terms of unit sample sequence delta [n] and its scaled and shifted version. (iii) Calculate the power of the signal x[n]. x[n] 4 2 -2 -4 -3 -1 Figure Q1 -

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Author:Robert L. Boylestad
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Question 1
Given a discrete-time signal x[n] as shown in Figure Q1. Analyse the properties of the signal
by considering the following:
(i) Determine the magnitude of x[-1], 3x[-4] + 2x[1] and x[3] - 4x[-3].
(ii) Extract the expression of the signal x[n] in terms of unit sample sequence delta [n] and
its scaled and shifted version.
(iii) Calculate the power of the signal x[n].
x[n]
4
2
-2
-4
-3
-1
Figure Q1
3D
Transcribed Image Text:Question 1 Given a discrete-time signal x[n] as shown in Figure Q1. Analyse the properties of the signal by considering the following: (i) Determine the magnitude of x[-1], 3x[-4] + 2x[1] and x[3] - 4x[-3]. (ii) Extract the expression of the signal x[n] in terms of unit sample sequence delta [n] and its scaled and shifted version. (iii) Calculate the power of the signal x[n]. x[n] 4 2 -2 -4 -3 -1 Figure Q1 3D
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