(a) Determine whether the system described by
y(t) = cos [x(t – 2)] is
(i) memoryless,
(ii) invertible,
(iii) causal,
(iv) stable,
(v) time invariant, and
(vi) linear.
(b) Repeat Part (a) for y(t) = 3x(3t + 3).
(c) Repeat Part (a) for y(t) = ln [x(t)].
(d) Repeat Part (a) for y(t) = etx(t).
(e) Repeat Part (a) for y(t) = 5x(t) – 3
(f) Repeat Part (a) for
(g) Repeat Part (a) for
(h) Repeat Part (a) for
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