| Terms | |
|---|---|
| a1 | -3 |
| a2 | -6 |
| a3 | -12 |
| a4 | -24 |
| a5 | -48 |
| a6 | -96 |
| a7 | -192 |
| a8 | -384 |
| a9 | -768 |
| a10 | -1536 |
The common ratio of geometric sequence calculator tool that calculates the sum of a geometric sequence. All you need to do is give the inputs in the input fields and click on the calculate button, which gives you answers straight away.
Common Ratio of Geometric Sequence Calculator: Are you looking for a tool that displays the sum of a geometric sequence? Then this calculator is for you. Just by giving input, you will get the output. Also provided with steps, definitions, formulas, and some solved examples.
A geometric sequence is a collection of numbers, that are related by a common ratio.
The formula of the common ratio of a geometric sequence is,
an = a * rn - 1
where
n is the nth term.
r is the common ratio.
Let us see the steps that are given below to calculate the common ratio of the geometric sequence. Follow the guidelines carefully.
Example:
Question: Calculate the geometric sequence up to 2 terms if a = 4, and common ratio(r) = 3.
Solution:
Given: a = 4, r = 3
an = a*rn - 1
a1 = 4 × 31 - 1= 4.
a2 = 4 × 32 - 1= 4 x 3 = 12.
Therefore, the geometric sequence is {4, 12}.
Stay tuned to this sequencecalculators.com website that provides all sequence calculator tools which give you instant results.
1. How to use this common ratio of geometric sequence calculator?
2. What is a geometric sequence?
A geometric sequence is defined as the from one term to the next by multiplying and dividing the values.
3. How to calculate the geometric sequence?
A geometric sequence can be calculated by the formula, an = a*rn - 1.