Infinite Series

Definition

An infinite series is the sum of an infinite sequence of numbers. It is represented by adding up all the terms in the sequence, starting from the first term.

Related terms

Convergent Series: A convergent series is an infinite series that has a finite sum. In other words, as you add more and more terms, the sum approaches a specific value.

Divergent Series: A divergent series is an infinite series that does not have a finite sum. As you add more terms, the sum keeps getting larger or smaller without approaching any specific value.

Geometric Series:

A geometric series is a special type of infinite series where each term is obtained by multiplying the previous term by a constant ratio.