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# Geometric Progression Questions and Answers

**Geometric progression Questions **

In this page Geometric Progression Questions and Answers is given for Your Practice . This will help you in Solving Questions of Geometric Progression.
Definition of GP
A Geometric progression is a kind of order that includes an organized and immeasurable assortment of real numbers, wherein every term is acquired by multiplying its previous term through a constant value.

## Geometric Progression Questions for Practice

**General form of Geometric Progression:**

** a, ar, ar², ar³, ……..**

where,

The first term is denoted as = a

The common ratio is denoted as = r

**Types of Geometric Progression**

Geometric progression can be classified based on the number of terms in the sequence.

**Finite Geometric Progression:**A finite geometric progression is a sequence of numbers that has a fixed number of terms. The general form of a finite geometric progression is:**a, ar, ar^2, ar^3, ar^4, …, ar^(n-1)****For example:**2, 4, 8,16

**Infinite Geometric Progression:**An infinite geometric progression is a sequence of numbers that goes on forever. The general form of an infinite geometric progression is :**a, ar, ar^2, ar^3, ar^4, …,****For example:**2, 4, 8, …………

Application of Geometric Progression is in physics, engineering, biology, economics, computer science, queueing theory, and finance that’s why Geometric Progression questions and answers are important to know.

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