Question: A contour integral is defined as I.n = fai.c (dz/(z-n) + pai ) where n is a positive integer and C is the closed

A contour integral is defined as I.n = fai.c (dz/(z-n) + pai

A contour integral is defined as I.n = fai.c (dz/(z-n) + pai ) where n is a positive integer and C is the closed contour, as shown in the figure, consisting of the line from -100 to 100 and the semicircle traversed in the counter- clockwise sense. YA -100 The value of (in integer) is l z = x+iy 100

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