Evaluate the integral (oint_{C} frac{d z}{left(z^{2}-a^{2}ight)} d z), where (C) is a circle of radius (b) centered
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Evaluate the integral \(\oint_{C} \frac{d z}{\left(z^{2}-a^{2}ight)} d z\), where \(C\) is a circle of radius \(b\) centered at the origin with \(b>a\).
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The given integral is a contour integral of a complex function over a closed curve which is a circle ...View the full answer
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Related Book For 
Advanced Mathematics For Engineering Students The Essential Toolbox
ISBN: 9780128236826
1st Edition
Authors: Brent J Lewis, Nihan Onder, E Nihan Onder, Andrew Prudil
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