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4. ive two Laurent series expansions in powers of z for the function f(z) = z2(1 — z) and specify the regions in which those expansions are valid. 8. 9. 10. Suppose that a series

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Page 1: 4. ive two Laurent series expansions in powers of z for the function f(z) = z2(1 — z) and specify the regions in which those expansions are valid. 8. 9. 10. Suppose that a series

Page 2: 4. ive two Laurent series expansions in powers of z for the function f(z) = z2(1 — z) and specify the regions in which those expansions are valid. 8. 9. 10. Suppose that a series

Page 3: 4. ive two Laurent series expansions in powers of z for the function f(z) = z2(1 — z) and specify the regions in which those expansions are valid. 8. 9. 10. Suppose that a series

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