questions. Thanks
1. (a) Consider a discrete-time signal given by (1) x[n] -28[n] [n 1]. Sketch the waveform of the signal x[n] and determine its energy and power levels. (ii) The signal x[n] is passed through a system to produce the output signal y[n] given by y[n] = =-²/x (²²2²¹] Sketch the waveform of the signal y[n] and determine its energy and power levels. (iii) A periodic signal z[n] is obtained by repeating the signal x[n] for every 4 samples, i.e., z[n] = 00 Σ x[n- 4m]. m=-00 Sketch the waveform of the signal z[n] and determine its energy and power levels. (b) An input signal x(t) = {3+ t} x {u(t + 3) - u(t-3)} is passed through a device to produce an output signal given by y(t) = x³ (t). (i) Sketch the waveform of the signal x(t). (ii) Determine the even and odd components of the signal x(t). (iii) Explain whether this system is linear.
need help to answer for the 1. (a) Consider a discrete-time signal given by (1) x[n] -28[n] [n 1]. Sketch the waveform of the signal x[n] and determ
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