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Unformatted text preview: ECE2311 HOMEWORK # 5 B09 Name : ECE Box Number: Due date: This assignment is due Thursday, December 10, bring to class or to the ECE Main Office by 3PM (for full credit). Make a photocopy for your reference for fast comparison to solution set. Put all answers on the lines provided! Attach any work sheets with a staple. Problem 1 – Laplace Transform Integral In this problem you will find the Laplace transforms of the functions given below and identify the ROC for each as described in class and in the textbook. Show all work of integration (you can check your answers with the table method if you like, but this part must show that you used the actual integration procedure.) 1a) x ( t ) = u ( t ) u ( t 2) X ( s ) = for ROC given by 1 1b) x ( t ) = 3 te 2 t u ( t ) X ( s ) = for ROC given by 1c) x ( t ) = ( e 3 t e t ) u ( t ) X ( s ) = for ROC given by 2 Problem 2 – Laplace Transform Tables In this problem you will find the Laplace transforms of the functions given below using Laplace...
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This note was uploaded on 04/21/2010 for the course ECE 2311 taught by Professor Hakim during the Winter '08 term at WPI.
 Winter '08
 HAKIM

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