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What is Applied Mathematics II: (MATH122) about?

The document presents a mathematical example involving the expansion of a function f(z) into a Laurent series, specifically for the function f(z) = 1/(z(z-1)). It details the process of finding two series that converge in different regions defined by the inequality 1 < |z - 2| < 2. The solution is broken down into two parts, f1(z) and f2(z), with calculations shown for each series.

Author

opgrizzly770

Language

EN