Find the singular point of the rational function f(z)=z/(z+i) * O z=-i O z=1 O z=i O z=-1 Find f'(z) and evaluate f'(2i) for rationa function f(z)=z/(z+i) O -i/9 O -1/3 O -i/3 3i
Find the singular point of the rational function f(z)=z/(z+i) * O z=-i O z=1 O z=i O z=-1 Find f'(z) and evaluate f'(2i) for rationa function f(z)=z/(z+i) O -i/9 O -1/3 O -i/3 3i
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![Find the singular point of the rational
function f(z)=z/(z+i) *
Z=-i
Z=1
z-i
O z=-1
Find f'(z) and evaluate f'(2i) for rational
function f(z)=z/(z+i)
-i/9
-1/3
-i/3
3i](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fbb9aa5d6-a362-4a77-8b7e-5fa90614efbd%2F89b27193-1201-4643-9fb7-edc3dfd68ded%2Fwipnkhq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Find the singular point of the rational
function f(z)=z/(z+i) *
Z=-i
Z=1
z-i
O z=-1
Find f'(z) and evaluate f'(2i) for rational
function f(z)=z/(z+i)
-i/9
-1/3
-i/3
3i
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