For the signal v(n) and the system h(n) described as shown: (1, -1

Introductory Circuit Analysis (13th Edition)
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Author:Robert L. Boylestad
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Example problem:
For the signal v(n) and the system h(n) described as shown:
(0.8 nl, -3 <n<3
0, elsewhere
s1,
-1 <n<1
v(n) = {0.
h(n) = {0.8",
lo,
elsewhere
a. Sketch and label the following signals as described by the expression
below:
1.h(n)
2.v1(n) = FD{TD-1[v(n)]}
3.v2(n) = TD- 1 {FD[v(n)]}
4. x(n)
b. Describe x(n) as sum of sifted functions
c. Obtain y(n) as the convolution of x(n) and h(n) using tabular method
d. Energy of y(n) using correlation
V1(n) + v2(n)
*TD – Time delay
*FD – Folding
Transcribed Image Text:Example problem: For the signal v(n) and the system h(n) described as shown: (0.8 nl, -3 <n<3 0, elsewhere s1, -1 <n<1 v(n) = {0. h(n) = {0.8", lo, elsewhere a. Sketch and label the following signals as described by the expression below: 1.h(n) 2.v1(n) = FD{TD-1[v(n)]} 3.v2(n) = TD- 1 {FD[v(n)]} 4. x(n) b. Describe x(n) as sum of sifted functions c. Obtain y(n) as the convolution of x(n) and h(n) using tabular method d. Energy of y(n) using correlation V1(n) + v2(n) *TD – Time delay *FD – Folding
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