6. The Fourier Transform of the signal f(t)=2[u(t)– u(t – 4)]shown below is A. 8sin c(4@) e'tº B. 4sinc(2@) e¯/20 C. 8sinc(2@) e2a HRABVEH •D. 4sinc) e

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6. The Fourier Transform of the signal f(1) = 2[u(t) – u(t– 4)]shown below is
HRABE
A. 8sin c(4@) elt
B. 4sinc(2@) e-/20
C. 8sinc(2@) e¯20
•D. 4sinc(
7. A signal x(t) =sinc() is applied to the system shown in Fig. below, then the spectrum of the
27
system output is to be:
'A. Y(@) = -jo rect(@-2)
B. Y(@) = j@ rect(@)
C. Y(@) =rect(@)/ j@
D. Y(@) = j@ rect(@)+n8(@)
x(t)
d
y(t)
dt
Transcribed Image Text:6. The Fourier Transform of the signal f(1) = 2[u(t) – u(t– 4)]shown below is HRABE A. 8sin c(4@) elt B. 4sinc(2@) e-/20 C. 8sinc(2@) e¯20 •D. 4sinc( 7. A signal x(t) =sinc() is applied to the system shown in Fig. below, then the spectrum of the 27 system output is to be: 'A. Y(@) = -jo rect(@-2) B. Y(@) = j@ rect(@) C. Y(@) =rect(@)/ j@ D. Y(@) = j@ rect(@)+n8(@) x(t) d y(t) dt
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