(a) Determine whether the system described by
y[n] = sin(x[n – 1]) is
(i) Memoryless
(ii) Invertible
(iii) Causal
(iv) Stable
(v) Time invariant
(vi) Linear
(b) Repeat Part (a) for y[n] = ln x[n]
(c) Repeat Part (a) for
Note that must be considered.
(d) Repeat Part (a) for y[n] = ex[n].
(e) Repeat Part (a) for y[n] = enx[n].
(f) Repeat Part (a) for y[n] = 3x[n] + 2.
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