Evaluate the integral around C of [(e^3z)/(z+pi/2)] dz if C is the circle |z| = 5.
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Originally Posted by kiwijoey Evaluate the integral around C of [(e^3z)/(z+pi/2)] dz if C is the circle |z| = 5. has a simple pole at so the residue is so
Originally Posted by TheEmptySet You can also use Cauchy's theorem: Let then
Is this Cauchy's int.theorem - where alpha is -pi/2 - oh Sorry new to this and as I type this I see you already have an answer! Glad to see I was on the right track. Good luck! Ruth
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