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nted as line v=3 with u=0 to 1 line v=u with u=-3 to 3 line v=3 with u=-1 to 1 lone of these.

nted as line v=3 with u=0 to 1 line v=u with u=-3 to 3 line v=3 with u=-1 to 1 lone of these.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Given a complex function Az)=x² + j3 And z in the complex domain is defined as the unit disk |z|<1 (see figure). f(z) Then in the w domain of w= Az), Az)= u (x, y) + j v (x, y) is presented as O A line v=3 with u=0 to 1 O A line v=u with u=-3 to 3 O A line v=3 with u=-1 to 1 O None of these O A circular disk with a radius of 3 and the center in the origin
Transcribed Image Text:Given a complex function Az)=x² + j3 And z in the complex domain is defined as the unit disk |z|<1 (see figure). f(z) Then in the w domain of w= Az), Az)= u (x, y) + j v (x, y) is presented as O A line v=3 with u=0 to 1 O A line v=u with u=-3 to 3 O A line v=3 with u=-1 to 1 O None of these O A circular disk with a radius of 3 and the center in the origin
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