Let xa jomega denote the continous time fouriertransform of


Let Xa (jΩ) denote the Continous Time FourierTransform of a real-valued continuous time functionxa(t). Show that the magnitude spectrum | Xa(jΩ) | is an even function of Ω and the phase spectrumθ(Ω) = arg{Xa (jΩ)} is an odd function ofΩ.

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Electrical Engineering: Let xa jomega denote the continous time fouriertransform of
Reference No:- TGS0620736

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