For the signal in fig xt 20 cos2p40t -04p find g and t1 so
Question: For the signal in Fig., x(t) = 20 cos(2π(40)t -0.4π), find G and t1 so that the signal y(t) = Gx(t - t1) is equal to 5 cos(2π(40)t); i.e., obtain an expression for y(t) = 5 cos(2π (40)t in terms of x(t).
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question for the signal in fig xt 20 cos2pi40t -04pi find g and t1 so that the signal yt gxt - t1 is equal to 5
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