Note: This problem requires utilizing an appropriate computational package. Consider the simple DT difference equation
, n ≥ 0 .
Assume 0 < x[0] < 1 and r ≥ 0.
(a) Is this system linear? Time-invariant?
(b) If x[0] = 1/2, for what values of r is x[n] bounded?
(c) Using an appropriate computational package, compute and plot x[n] for different values of r, including r = k/4, k = 1,2,… ,15. Do the plots support your answer for (b)?
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