3. Expand the function f(2) in a Laurent series valid for the annular region z(z – 2) given by (a) 0 < |z – 2| < 2 (b) 0 < [z – 3| < 1 (c) |z – 2| > 2. - -

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Please help with the question no 3! 

"Laurent series valid for the annular region"

Jc 24 – 32 + 2
1
3. Expand the function f(2) =
in a Laurent series valid for the annular region
z(z – 2)
given by (a) 0 < |z – 2| < 2 (b) 0 < Íz – 3| < 1 (c) |z – 2| > 2.
< Iz -
Uro rociduos to ovoluoto tho impronor intogrel * a + -
dr: whoro a is a roal conctont
Transcribed Image Text:Jc 24 – 32 + 2 1 3. Expand the function f(2) = in a Laurent series valid for the annular region z(z – 2) given by (a) 0 < |z – 2| < 2 (b) 0 < Íz – 3| < 1 (c) |z – 2| > 2. < Iz - Uro rociduos to ovoluoto tho impronor intogrel * a + - dr: whoro a is a roal conctont
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