s14_cqs - Re s< 2 3 − 2< Re s< 4 4 − 4< Re s<...

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Region of Convergence I Consider the signal 2 t g ( t ) = e , t 0 e 4 t , 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
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Region of Convergence I Consider the signal 2 t g ( t ) = e , t 0 e 4 t , 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
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Region of Convergence II Consider the signal e 2 t , t 0 g ( t ) = e 4 t , t < 0 The region of convergence of the Laplace transform of g ( t ) is: 1. 2 < Re[ s ] < 4 2. 4 <
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Unformatted text preview: 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 e − 2 t , t ≥ 0 g ( t ) = e − 4 t , 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...
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This note was uploaded on 01/28/2012 for the course AERO 16.01 taught by Professor Markdrela during the Fall '05 term at MIT.

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s14_cqs - Re s< 2 3 − 2< Re s< 4 4 − 4< Re s<...

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