# Find the Sequence and Next term Calculator

**Created By :** Abhinandan Kumar

**Reviewed By :** Rajashekhar Valipishetty

**Last Updated :** Mar 24, 2023

Make use of this to find the sequence calculator tool that allows you to calculate the sequence. You have to enter the inputs in the input fields and click on the calculate button. So that get the answers straight away.

**Ex:** 32,45,12,17

### How to Find the Sequence of Numbers?

The sequence is defined as a list of numbers that order, In the sequence each number is considered a term. In sequence, we have two types,

1. Arithmetic Sequence.

2. Geometric Sequence.

An Arithmetic sequence is a series of numbers. General form of arithmetic sequence is written as, a_{n} = a + (n - 1)d.

A geometric sequence is a sequence where we need to find the common ratio of numbers. An it can be written as, a_{n} = ar^{n - 1}.

Follow the guidelines that are given below to calculate the sequence of numbers easily.

- First, write the number that was given in the problem.
- After that, apply the formula of sequence and then simplify it.
- Finally, you will get the answer easily.

**Example:**

**Question: **Find the arithmetic sequence of numbers up to 2 terms a= 6 and d =5?

**Solution:**

Given, a= 6 and d =5

a_{n} = a + (n - 1)d

a_{1} = 6 + ( 1-1) 5 = 6 + 0 = 6.

a_{2} = 6 + (2-1) 5 = 6 + 5 = 11.

Therefore, the arithmetic sequence is {6, 11}.

Sequencecalculators.com is the best useful website that has many calculator tools and learns complete concepts easily.

### FAQs on Find the Sequence Calculator

**1. How to use this to find the sequence calculator?**

Simply, give the inputs in the input field and click on the calculate button then get the answer in a fraction of seconds.

**2. Which website is best for finding the sequence Calculators?**

Sequencecalculators.com is the best website to find the sequence calculators. Find the next number in the sequence through different calculators.

**3. What is the formula of geometric sequence?**

A formula of a geometric sequence is a_{n} = ar^{n - 1}.