An analog averager is characterized by the following relationship 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( Icirc copy ) (b) find y(t) from Y( Icirc copy ) dy(t) dt D 0 5 x(t) (t 2) ...

a The FT of the equation characterizing the averager is jY 05X Xe j2 so tha ...

An analog averager is characterized by the following relationship where x(t) is the input and y(t) the

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An analog averager is characterized by the following relationship

dy(t) dt —D 0.5[x(t) — х(t — 2)]

where x(t) is the input and y(t) the output. If x(t) = u(t) ˆ’ 2u(t ˆ’ 1) + u(t ˆ’ 2),

(a) find the Fourier transform of the output Y(Î©);

(b) find y(t) from Y(Î©).

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Signals and Systems using MATLAB

ISBN: 978-0123948120

2nd edition

Authors: Luis Chaparro

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Question Posted: Dec 28, 2018 10:56 AM

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An analog averager is characterized by the following relationship where x(t) is the input and y(t) the

Question:

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

Signals and Systems using MATLAB

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