![Understanding That an Infinite Series of Numbers Converges to a Real Number S (or Has Sum S) If and Only If the Limit of Its Sequence of Partial Sums Exists and Equals Understanding That an Infinite Series of Numbers Converges to a Real Number S (or Has Sum S) If and Only If the Limit of Its Sequence of Partial Sums Exists and Equals](https://study.com/cimages/videopreview/videopreview-full/qb9l8qws22.jpg)
Understanding That an Infinite Series of Numbers Converges to a Real Number S (or Has Sum S) If and Only If the Limit of Its Sequence of Partial Sums Exists and Equals
![Infinite series, The sequence of partial sums, The sum of the series, Convergence of infinite series, Convergent and divergent series examples Infinite series, The sequence of partial sums, The sum of the series, Convergence of infinite series, Convergent and divergent series examples](http://www.nabla.hr/SerEx2A.gif)
Infinite series, The sequence of partial sums, The sum of the series, Convergence of infinite series, Convergent and divergent series examples
![Infinite series, The sequence of partial sums, The sum of the series, Convergence of infinite series, Convergent and divergent series examples Infinite series, The sequence of partial sums, The sum of the series, Convergence of infinite series, Convergent and divergent series examples](http://www.nabla.hr/SerExA.gif)
Infinite series, The sequence of partial sums, The sum of the series, Convergence of infinite series, Convergent and divergent series examples
![SOLVED: (10 points) Section 9.2, Series. A Series (Or Infinite Series) is obtained from a sequence by adding the terms of the sequence. Another sequence associated with the series is the sequence SOLVED: (10 points) Section 9.2, Series. A Series (Or Infinite Series) is obtained from a sequence by adding the terms of the sequence. Another sequence associated with the series is the sequence](https://cdn.numerade.com/ask_images/160a792028f349d9928e96d00bbcfd3d.jpg)
SOLVED: (10 points) Section 9.2, Series. A Series (Or Infinite Series) is obtained from a sequence by adding the terms of the sequence. Another sequence associated with the series is the sequence
![Ex 1: Find the Partial Sum of an Arithmetic Series | Math Help from Arithmetic through Calculus and beyond Ex 1: Find the Partial Sum of an Arithmetic Series | Math Help from Arithmetic through Calculus and beyond](http://img.youtube.com/vi/4QWVyi9tdKU/0.jpg)