Question: (a) If S n (f) = α 2 / (α 2 + 4Ï 2 f 2 ) show that R n (Ï) = Ke -α|Ï|

(a) If Sn(f) = α2/ (α2+ 4π2f2) show that Rn(τ) = Ke-α|τ|. Find K.

(b) Find Rn(Ï„) if 

,2 S, (f) = 2 a² + 4x² (f – fo) a² + 4x² (ƒ + fo)´ ||

(c) If n (t) = nc (t) cos(2πf0t + θ) - ns (t) sin(2πf0t + θ), find Snc(f), and Sncns(f), where Sn (f) is as given in part (b). Sketch each spectral density.

,2 S, (f) = 2 a + 4x (f fo) a + 4x ( + fo) ||

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