4. Final all isolated singularities of f(z) and classify them as removable singularities, poles, or essential singularit
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4. Final all isolated singularities of f(z) and classify them as removable singularities, poles, or essential singularit
4. Final all isolated singularities of f(z) and classify them as removable singularities, poles, or essential singularities. If it is a pole, also specify its order. f(z)=(z−1)(z+3)3(z2−1)⋅cos(z1) [10] Justify your answers.
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