About this document
Power Series for Elementary Functions by jingalingting is a document available to read on EtoBox.
This document summarizes power series representations for common elementary functions over their intervals of convergence: 1) The power series for 1/x converges for 0<x<2. 2) The power series for 1/(1+x) converges for -1<x<1. 3) The power series for ln(x), ex, sin(x), cos(x), arctan(x), and arcsin(x) all converge for all real values of x within their intervals.
- Author
- jingalingting
- Language
- EN