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In the Gauss plane, the set ze C: 12+1-il≤√2, Rez+ Imz ≤0} a) contains one point only b) contains the half-line of negative real numbers c) is a half-disk that intersects the set of strictly real numbers d) is a half-disk that intersects the set B = {ZEC: 2=ly with y>0} e) is a disk

In the Gauss plane, the set ze C: 12+1-il≤√2, Rez+ Imz ≤0} a) contains one point only b) contains the half-line of negative real numbers c) is a half-disk that intersects the set of strictly real numbers d) is a half-disk that intersects the set B = {ZEC: 2=ly with y>0} e) is a disk

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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Please do it in this way the way that I started and also make it lead to way where I can plot a simple graph
In the Gauss plane, the set ze C: 12+1-il <√2, Rez+ Imz ≤0} a) contains point only b) contains the half-line of negative real numbers c) is a half-disk that intersects the set of strictly real numbers d) is a half-disk that intersects the set B = {ZEC: 2=ly with y>0} e) is a disk one How I'm solving it 2=x+ly √x+iy+1-i ≤2 then I get lost
Transcribed Image Text:In the Gauss plane, the set ze C: 12+1-il <√2, Rez+ Imz ≤0} a) contains point only b) contains the half-line of negative real numbers c) is a half-disk that intersects the set of strictly real numbers d) is a half-disk that intersects the set B = {ZEC: 2=ly with y>0} e) is a disk one How I'm solving it 2=x+ly √x+iy+1-i ≤2 then I get lost
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