Are you looking for a free convergent or divergent calculator? Then look no further! Our free online calculator is the perfect tool for mastering the concepts of convergence and divergence of infinite series. This easy to use converter calculator has the ability to determine whether a given infinite series is convergent or divergent.

### What is Convergence?

Convergence is a concept in calculus that describes how the terms in a series approach a certain limit or value as the number of terms increases. A convergent series is one in which the limit of the sequence exists and is finite. Examples of convergent series include geometric and harmonic series.

### What is Divergence?

Divergence is the opposite of convergence. A divergent series is one in which the limit of the sequence does not exist or is infinite. Examples of divergent series include p-series, which involve a power greater than one in the denominator, and factorial series.

### Using the Convergent or Divergent Calculator

Using our free online convergent or divergent calculator is easy! All you need to do is enter the formula for the infinite series into the calculator and it will determine whether it converges or diverges. You can find our calculator at https://www.symbolab.com/solver/series-calculator, and you can find some great resources to help you understand convergence and divergence of infinite series at https://calculus.flippedmath.com/101-defining-convergent-and-divergent-infinite-series.html and https://www.calculator.net/number-sequence-calculator.html.

Our free convergent or divergent calculator is simple, easy to use, and allows you to quickly determine whether a series is convergent or divergent. Give it a try today and make sure your series is convergent or divergent!