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Rewrite the Real Integral in Terms of a Closed Loop Contour Integral which includes the Real Axis And the Semicircle in the Upper Half Plane

Rewrite the Real Integral in Terms of a Closed Loop Contour Integral which includes the Real Axis And the Semicircle in the Upper Half Plane.

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Solution Summary

The problem gives proofs and solutions for rewriting real integrals in terms of a closed loop counter.

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