An analog averager is characterized by the following relationship where x(t) is the input and y(t) the
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where x(t) is the input and y(t) the output. If x(t) = u(t) 2u(t 1) + u(t 2),
(a) find the Fourier transform of the output Y(Ω);
(b) find y(t) from Y(Ω).
Transcribed Image Text:
dy(t) dt —D 0.5[x(t) — х(t — 2)]
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a The FT of the equation characterizing the averager is jY 05X Xe j2 so tha...View the full answer
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