The singularities of f(z)
are
(z+2)(z-3)
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Step-by-step explanation:
There are basically three types of singularities (points where f(z) is not analytic) in the complex plane. An isolated singularity of a function f(z) is a point z0 such that f(z) is analytic on the punctured disc 0 < |z − z0| < r but is undefined at z = z0. We usually call isolated singularities poles
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Step-by-step explanation:
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