Question: Integrate z 2 /(z 2 - 1) by Cauchys formula counterclockwise around the circle. |z + 1| = 1
Integrate z2/(z2 - 1) by Cauchy’s formula counterclockwise around the circle.
|z + 1| = 1
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z 1 This problem can be solved by using radius of the ... View full answer
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