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Unformatted text preview: & su cient conditions for f ( z ) to exist & su cient conditions for f to be constant & the Fundamental Theorem of Algebra & For a given function f = u + iv , be able to & determine where f ( z ) exists and where f is analytic & compute f ( z ) in terms of the partial derivatives of u and v & For a real valued function u on a domain be able to & determine if u is harmonic & nd a harmonic conjugate for u in the case that u is harmonic & For the basic analytic functions built from e z , sin z , cos z , Log ( z ) ; z n (where n is an integer) & evaluate at specic values of z & di/erentiate & nd the image of a simple set under the specied function & determine if the function is onetoone on a given domain & Find all values of arg z; log z , z a for a given value of z: 1...
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This note was uploaded on 09/16/2011 for the course MATH 380 taught by Professor Staff during the Spring '11 term at S.F. State.
 Spring '11
 Staff
 Addition, Division

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