Let C0 and C denote the circles z = z0 + Reiθ (Ï ¤ θ ¤ Ï)

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Let C0 and C denote the circles
z = z0 + Reiθ (ˆ’Ï€ ‰¤ θ ‰¤ Ï€) and z = Reiθ (ˆ’Ï€ ‰¤ θ ‰¤ Ï€),
respectively.
(a) Use these parametric representations to show that
Let C0 and C denote the circles
z = z0 +

when f is piecewise continuous on C.
(b) Apply the result in part (a) to integrals (5) and (6) in Sec. 42 to show that

Let C0 and C denote the circles
z = z0 +
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Complex Variables and Applications

ISBN: 978-0073051949

8th edition

Authors: James Brown, Ruel Churchill

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