In the figure below, the input signal x(t) to an LTI system is a periodic signal with period T and CFSC C 2. The system frequency response is %3D 1+kwo H(jw) = 1 + w. Then, the output of the system y(t) can be expressed as a CFS %3D expansion as (Wo %3D X(t) y(t) h(t) 2n A. y(t) = Lk=- 1+|k| 8(t – kT) 2eikwot B. y(t) = E=-0 1 Lk=-∞ 1+k %3D ejkwot C. y(t) = D. y(t) = E, ejkwot А. В. D. B. C.

Introductory Circuit Analysis (13th Edition)
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Author:Robert L. Boylestad
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Q10
In the figure below, the input signal x(t) to an LTI system is a periodic signal
with period T and CFSC C =
2
The system frequency response is
1+kwo
H(jw) = 1 + w. Then, the output of the system y(t) can be expressed as a CFS
expansion as (Wo =7)
%3D
2л.
X(t)
y(1)
h(t)
A. y(t) =
Lk=-∞ 1+|k|
8(t - kT)
2eikwot
B. y(t) = E=-0
1
c. y t) -Σ-
ejkwot
Lk=-∞ 1+k
D. y(t) = E , eikwot
Zk=-∞
А. .
С. .
B.
Transcribed Image Text:In the figure below, the input signal x(t) to an LTI system is a periodic signal with period T and CFSC C = 2 The system frequency response is 1+kwo H(jw) = 1 + w. Then, the output of the system y(t) can be expressed as a CFS expansion as (Wo =7) %3D 2л. X(t) y(1) h(t) A. y(t) = Lk=-∞ 1+|k| 8(t - kT) 2eikwot B. y(t) = E=-0 1 c. y t) -Σ- ejkwot Lk=-∞ 1+k D. y(t) = E , eikwot Zk=-∞ А. . С. . B.
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