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Assume that f(z) = then Re(S(2)) and Im (f(z)are %3D iz-1 O a. Re(f(z))=- ソー1 (y+1)° + x? Im(f(z)) = (v+1)° +x? Ob. ア+1 Re( f(z))= (y+1)' + x² Im(f(z)) = (y +1)' + x² Oc. y+1 Re(f(z))=- (v+1)* +x² Im(f(2) =マ+1 +x (y+1)+x Od. O d. -y-1 Re( f(2)) = %3D (y+1)° +x Im(f(z)) = %3D (y+1)° +x²

Assume that f(z) = then Re(S(2)) and Im (f(z)are %3D iz-1 O a. Re(f(z))=- ソー1 (y+1)° + x? Im(f(z)) = (v+1)° +x? Ob. ア+1 Re( f(z))= (y+1)' + x² Im(f(z)) = (y +1)' + x² Oc. y+1 Re(f(z))=- (v+1)* +x² Im(f(2) =マ+1 +x (y+1)+x Od. O d. -y-1 Re( f(2)) = %3D (y+1)° +x Im(f(z)) = %3D (y+1)° +x²

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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Assume that f(z) = then Re(S(2)) and Im (f(z)are %3D iz-1 O a. Re(f(z))=- ソー1 (y+1)° + x? Im(f(z)) = (v+1)° +x? Ob. ア+1 Re( f(z))= (y+1)' + x² Im(f(z)) = (y +1)' + x² Oc. y+1 Re(f(z))=- (v+1)* +x² Im(f(2) =マ+1 +x (y+1)+x Od.
Transcribed Image Text:Assume that f(z) = then Re(S(2)) and Im (f(z)are %3D iz-1 O a. Re(f(z))=- ソー1 (y+1)° + x? Im(f(z)) = (v+1)° +x? Ob. ア+1 Re( f(z))= (y+1)' + x² Im(f(z)) = (y +1)' + x² Oc. y+1 Re(f(z))=- (v+1)* +x² Im(f(2) =マ+1 +x (y+1)+x Od.
O d. -y-1 Re( f(2)) = %3D (y+1)° +x Im(f(z)) = %3D (y+1)° +x²
Transcribed Image Text:O d. -y-1 Re( f(2)) = %3D (y+1)° +x Im(f(z)) = %3D (y+1)° +x²
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