How and when to use Cauchy's integral formula
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Cauchy's integral formula is used to evaluate integrals that fit its specific pattern, particularly when the contour may need to be closed for proper evaluation. The formula is applicable in various fields, including physics and signal theory. Accurate identification of the function f(z) and the point z0 is crucial for correct application. Handwritten work should be typed out for clarity, as attachments are often not reviewed. Proper formatting and clear presentation of the problem will facilitate better assistance from others.
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