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This document discusses power series and their intervals of convergence. It defines a power series as a summation of terms involving constants and a variable x, raised to increasing powers. Maclaurin and Taylor series are examples of power series. When a numerical value is substituted for x, the resulting series may converge or diverge. The set of x-values for which a power series converges is called its interval of convergence. A theorem states that the convergence set is always an interval centered at x=0

Author

Cool KS

Language

EN