The value of the integral where z is a complex number and C is a unit circle with centre at 1 + 0j in the complex plane is __________ .
The value of ∮1/z^{2} dz, where the contour is the unit circle traversed clockwise, is
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Let z = x + iy be a complex variable. Consider that contour integration is performed along the unit circle in anticlockwise direction. Which one of the following statements is Not True?
If f(z) has a pole of order n at z = a, then residue of function f(z) at a is
The residues of a complex function X (z) = at its poles are
Integration of the complex function f (z) = in the counterclockwise direction, around z – 1 = 1, is
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65 videos120 docs94 tests
