2.3 Use the Cauchy integral formulae to evaluate 22 - 1 Jo (9 – 2*)(2 + 2i))" where C is a circle |2 + i| = 3.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter9: Systems Of Equations And Inequalities
Section: Chapter Questions
Problem 12T
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Do 2.3 for me

2.1 Evaluate fe Im(z – i)dz where C is the contour from z = 1 + 2i to z = i and from
z = i to z = -i.
2.2 Find upper bound of
2 + 4
z.
(2 – 3i)3 + 1'
where C is the circle |2 – 3i| = 4.
2.3 Use the Cauchy integral formulae to evaluate
22 – 1
J 9 – 2*)(z + 2i))*
where C is a circle |z + i| = 3.
Transcribed Image Text:2.1 Evaluate fe Im(z – i)dz where C is the contour from z = 1 + 2i to z = i and from z = i to z = -i. 2.2 Find upper bound of 2 + 4 z. (2 – 3i)3 + 1' where C is the circle |2 – 3i| = 4. 2.3 Use the Cauchy integral formulae to evaluate 22 – 1 J 9 – 2*)(z + 2i))* where C is a circle |z + i| = 3.
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