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Question

Math 6210 • Real Analysis

Spring 2015 • Question 10

Evaluate \[ \int _C \frac {1}{z^2-z}\,dz \] where \(C\) is a closed path in \(\mathbb C-[0,1]\).

Raw LaTeX

Evaluate
\[
\int_C \frac{1}{z^2-z}\,dz
\]
where \(C\) is a closed path in \(\mathbb C-[0,1]\).