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Answer to Question #26389 in Complex Analysis for jacob milne
Question #26389
Consider C a simple closed curve enclosing z = ±i, show that:
Integral over C: (ze^(zt)/(z^2+1)^2 dz = 1/2 t sin t.
Integral over C: (ze^(zt)/(z^2+1)^2 dz = 1/2 t sin t.
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