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Definition of a limit with complex variables
Thanks for the help (in both latex and the problem), and I now have it solved, so thanks again.- MatheStudent
- Post #4
- Forum: Calculus and Beyond Homework Help
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Definition of a limit with complex variables
Homework Statement Use the definition of a limit to show that lim (z^{2} +c) = z_{0}^{2} +c as {z->z_{0}}Homework Equations Definition of a limit: |f(z)-L|< epsilon if 0<|z-z0|< delta The Attempt at a Solution |(z^{2}+c )-(z_{0}^{2}+c)| = | z^{2}-z_{0}^{2}|= |(z-z_{0})(z+z_{0}) | <...- MatheStudent
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- Complex Complex variables Definition Limit Variables
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- Forum: Calculus and Beyond Homework Help