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 xe(t) and plot it. Is xe(t) periodic? if so, what is its fundamental period Te? Would the odd component of x(t) or xo(t) be periodic too?
(b) Are xe(t) and xo(t) causal signals? Explain.
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a xt is called causal because it is zero for t 0 it ...View the full answer
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