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The function f(z) = (z + 2) (z - 2)2 has a simple pole at z = 2. The residue of f at z = 2 is -1/32. The function g(z) = (1 + c0)/z + c1/z2, where c0 and c1 are constants, has a pole of order 2 at z = 0. The contour integral of g(z) around the unit circle is 2πi(1 + c0). The function x(z) = (1 - 2z)/z(z - 1)(z - 2) has simple poles at z = 0, 1, 2. The residues of

Author

veerendra

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EN