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Tutorial complex%2 - The University of Queensland School of Information Technology Electrical Engineering ELEC3002/ELEC7005 Computational

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The University of Queensland School of Information Technology & Electrical Engineering ELEC3002/ELEC7005 Computational Mathematics for Engineers Tutorial Complex #1 Q1 Show that () 1 cos 2 j j ee θ =+ ; 1 sin 2 jj j =− . Q2 Evaluate all the roots of 15 8 j Q3 If evaluate 12 34 ; 43 zj z = −+ j zz and × Q4 let Find the values of w which correspond to the points and (trivial). Now join the two points and find the curve in the w -plane that the line is mapped to. 2 wfz z == 13 2 z =− + j z Q5 (Multiple valued functions). If
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This note was uploaded on 07/07/2009 for the course ELEC 3002 at Queensland.

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