The impulse response of the system 5 -y(m y(n-: is give by: h(m) = 2 a(n)- u(n) h(n) = u(n) u(n) h(n) = 2 u(n)- h(n) = 3 u(n) – u(n) e) None The convolution sum of the signals x,(n) = | equals: 23 and *(n)- 23 0 b) 353 c) 92 3 e) None The Fourier Transform of x(1) =n(-2)"d-n) -0.5e X(@) = 2e je a) X () = (1+ 2e j b) *(e) 0.5e X(@) D- X(@)=- e) None

Introductory Circuit Analysis (13th Edition)
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DSP
The impulse response of the system
-1)-
인(3
is give by:
h(n) =
u(n)
h(n) =-
u(1) -
u(n)
h(n) = 2
u(n –
u(n)
h(n) = 3
u(n) – 2
u(n)
e) None
The convolution sum of the signals
x,(n) =
2 3
and *(n) =|
equals:
b)1 3 5
2
0235
e) None
The Fourier Transform of
x(1)=n(-2)"d-n)
a)
2e je
X (@) =-
X(@) =-
- 0,5e¯
(+ 2e b)
c)*
X(@)=-
0.5e
- 2e 20
(1-05 d)
e) None
X(@) =-
(1+0.5e")
The Fourier Transform of *(m) = n
#(n-3) is
3e -0.5e
X(@) =
64e
X(e) =
( b)
4.
-0.25e
X(@) =-
c)
3e-0.25e
d)
e) None
Transcribed Image Text:The impulse response of the system -1)- 인(3 is give by: h(n) = u(n) h(n) =- u(1) - u(n) h(n) = 2 u(n – u(n) h(n) = 3 u(n) – 2 u(n) e) None The convolution sum of the signals x,(n) = 2 3 and *(n) =| equals: b)1 3 5 2 0235 e) None The Fourier Transform of x(1)=n(-2)"d-n) a) 2e je X (@) =- X(@) =- - 0,5e¯ (+ 2e b) c)* X(@)=- 0.5e - 2e 20 (1-05 d) e) None X(@) =- (1+0.5e") The Fourier Transform of *(m) = n #(n-3) is 3e -0.5e X(@) = 64e X(e) = ( b) 4. -0.25e X(@) =- c) 3e-0.25e d) e) None
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