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art 1 sin(5t)) z(t) = (cos(50t) + x(t))?, where x(t) = }. z(t) is passed through a filter with impulse response h(t) in order

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Answer #1

Given ZH) = [Cox Got + 2)2 - Sos) nit) = Singi at ZH) f (1) → 2014) (08 50t Now ZH)= [(op bot + xH)2 x ² (H) + Cor sot + 2xH)A Gy(t) - FT also we know AT Sa (W. 1/2) duality property X (A) X(W) 27 x (W) XH) - this property Using Abr(H) AT SA (W.7/2)H(+) = Using this property HA) - 23 Smist. Sonst Sast - A holu) X(w) 3 [oz 610w) *Gors] glu) 2 (196 [ Cho (10) ► now] upper lthis is a symmetrical groph Ewe see the graph xlw) If we want x²(+) FT Upper limit - lower limit - 10+10= 20 2 bw this ( 8 F.Now Z w) fourier trems from of Z(+) ZlW) this band be but lass only Wodont want Exact Something 2017) FT(24H) a sot) FT/6501752 sat. Salt 572 Rus - 25 Sast - Salsi Sa 151 - Sast. Sulist] - 2 hollo) 1 ngglo) how * Ww). 1 Gholu) * Caylu] (1900) * (201Roll): 4200 Sa lot. Sotol) VET H1w) = KX1oox to it soto 620w) * Chache] 572 to [Colu) * Graoke) - Area = 20 TO 20x20= upper l

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