A geometric progression is a sequence of numbers where each term after the first is found by multiplying the previous one by a fixed, non-zero number called the common ratio. An example a geometric progression would be 2 / 8 / 32 / 128 / 512 / 2048 / 8192 ... where the common ratio is 4.
With this free application you can:
- Figure out the Nth term of the Geometric Progression given the common ratio;
- Find out the Sum / Summation of the Numbers of the geometric sequence;
- Compute the Product of the geometric series;
- See the Sequence of numbers within the Geometric Progression.
In the Right menu you can access the Arithmetic Progression Calculator ot Change the looks of the app.
With this free application you can:
- Figure out the Nth term of the Geometric Progression given the common ratio;
- Find out the Sum / Summation of the Numbers of the geometric sequence;
- Compute the Product of the geometric series;
- See the Sequence of numbers within the Geometric Progression.
In the Right menu you can access the Arithmetic Progression Calculator ot Change the looks of the app.
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![Calculator Parentheses ( ) [ ] icon](https://apprecs.org/gp/img/icons/webp/150/com.ymabyts.calculatorparentheses/23T2fD3k0q8rht4O31EIi_cJnr74vaUA4RHo-ERZB-w-icon "Calculator Parentheses ( ) [ ]"){kind=icon}