Region of Convergence I
Consider the signal
�
g(t) =
e2t , t ≥ 0
e4t , t < 0
The region of convergence of the Laplace transform of
g(t) is:
1. 2 < Re[s] < 4
2. −4 < Re[s] < 2
3. −2 < Re[s] < 4
4. −4 < Re[s] < −2
5. There is no region of covergence
6. Don’t know Region of Convergence I
Consider the signal
�
g(t) =
e2t , t ≥ 0
e4t , t < 0
The region of convergence of the Laplace transform of
g(t) is:
The correct answer is:
1. ♥ 2 < Re[s] < 4
2. −4 < Re[s] < 2
3. −2 < Re[s] < 4
4. −4 < Re[s] < −2
5. There is no region of covergence
6. Don’t know Region of Convergence II
Consider the signal
�
g(t) =
e−2t , t ≥ 0
e−4t , t < 0
The region of convergence of the Laplace transform of
g(t) is:
1. 2 < Re[s] < 4
2. −4 < Re[s] < 2
3. −2 < Re[s] < 4
4. −4 < Re[s] < −2
5. There is no region of covergence
6. Don’t know Region of Convergence II
Consider the signal
�
g(t) =
e−2t , t ≥ 0
e−4t , t < 0
The region of convergence of the Laplace transform of
g(t) is:
The correct answer is:
1. 2 < Re[s] < 4
2. −4 < Re[s] < 2
3. −2 < Re[s] < 4
4. −4 < Re[s] < −2
5. ♥ There is no region of covergence
6. Don’t know
16.01 S14 Concept Questions with Solutions
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