Calculator for the sum of an infinite decreasing geometric progression

What is an infinite decreasing geometric progression?

An infinitely decreasing geometric progression is a geometric progression in which the denominator |q| < 1 and which contains an infinite number of terms.

Formula for the sum of an infinitely decreasing geometric progression:

S = b₁ ÷ (1 – q), b₁ – the first term of the progression, q is the denominator of the geometric progression

How to calculate the sum of an infinitely decreasing geometric progression on a calculator?

To simplify calculations and quickly solve the problem, we recommend using our calculator. By specifying the initial data and clicking the "Calculate" button, you will find out what the sum of the terms of an infinitely decreasing geometric progression is. Please note that the denominator of the progression must be greater than 0 and less than 1. After all, this is the main feature of an infinitely decreasing geometric progression.