Mathematics · Complex Analysis
If f(z) is an analytic function within and on a simple closed contour C, and a is any point inside C, then the integral ∫ C f(z) (z - a) 2 dz is equivalent to:
- 13πi ∫ C -f'(z) (z - a) 2 dz
- 21 2πi ∫ C f'(z) (z - a) 2 dz
- 3∫ C f'(z) z - a dz✓
- 4∫ C f'(z) (z - a) 2 dz
Correct answer
∫ C f'(z) z - a dz
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