(a) Consider the signal
5sin (15t – 60°) + 2 sin (7t)
If this signal is periodic, find its fundamental period T0 and its fundamental frequency ω0. Otherwise, prove that the signal is not periodic.
(b) Repeat Part (a) for the signal
x(t) = cos (πt) + 5e–j15t + sin(7t)
(c) Repeat Part (a) for the signal x(t) = sin (pt) + cos (3t)
(d) Repeat Part (a) for the signal x4(t) = x1(t) + x2(t) + x3(t), where
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