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Problem 1: A signal f(t) is said to be periodic if for some positive constant To f(t) = f(t+%), for all t. Determine whether or not each of the following continuous-time signals is periodic. If the signal is period eriodic, determine the fundamental a) f(t) = cos2(20t + π35/180) + sin(40t-725/180) + cos( 10t + π/4) cos(20t-n/4) b) f(t) = 10 cos(t + π/4) + c) f(t) = Σ+0000(-1)u(t-1-4m) 25 sin(V3t - T/2)

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