Mathematics · Complex Analysis

Evaluate the integral ∫ tan(z) dz over the counterclockwise contour |z - π2| = 1.

Verified Solution4 OptionsUpdated: October 2026👁️1 View

1-4πi
22πi
3-2πi✓
44πi

Correct answer

-2πi

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Evaluate the integral ∫ tan(z) dz over the counterclockwise contour |z - π2| = 1.

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Evaluate the integral ∫ tan(z) dz over the counterclockwise contour |z - π2| = 1.

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