Given the causal full-wave rectified signal x(t) = sin(2t)u(t) (a) Find the even component of x(t), call

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Given the causal full-wave rectified signal x(t) = ∣sin(2πt)∣u(t)

(a) Find the even component of x(t), call it x_e(t) and plot it. Is x_e(t) periodic? if so, what is its fundamental period T_e? Would the odd component of x(t) or x_o(t) be periodic too?

(b) Are x_e(t) and x_o(t) causal signals? Explain.

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Signals and Systems using MATLAB

ISBN: 978-0123948120

2nd edition

Authors: Luis Chaparro

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Question Posted: Dec 31, 2018 08:48 AM

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Given the causal full-wave rectified signal x(t) = sin(2t)u(t) (a) Find the even component of x(t), call

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a xt is called causal because it is zero for t 0 it ...View the full answer

Signals and Systems using MATLAB

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