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1. |
Let C represent the unit circle centered at origin in the complex plane, and complex variable, z = x + iy. The value of the contour integral \(\mathop \oint \nolimits_C^{} \frac{{\cosh 3z}}{{2z}}dz\) (where integration is taken counter clockwise) is |
A. | 2πi |
B. | πi |
C. | 0 |
D. | 2 |
Answer» C. 0 | |