In this blog, we will learn how to distinguish between series that converge and series that diverge.

First, series is a sum of a sequence; for instance, {1+2+3+4+……}. We can say that a series converge if the limit of the sum equals a finite number, such as 0, 1, 2, or any number, while a series diverge if the limit of the sum does not equal a finite number, such as infinity; for example, limit the natural numbers as n approaches infinity, {1 + 2 + 3 + 4+……}equals infinity, wich means the series of the natural numbers diverge.