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## Sum to Infinity of a GP where r <1

#### Use Mathcrave AI Tutor below, get clear guides on how to solve problem-related on number sequences.

The number sequence solver with steps will help you solve arithmetic, geometric, and harmonic progressions. From the number sequence solvers, you will learn how to solve sum of all numbers, sum to infinity of a GP, sum of n terms of a GP and AP and sum to infinity of a GP where ratio, r <1.

### Number Sequence Basics

Number sequences are an important part of mathematics. They involve the use of arithmetic and geometric progressions to determine the sum of a certain number of terms in a sequence. There are various types of number sequences, such as arithmetic progression (AP), geometric progression (GP), harmonic geometric, and so on. Knowing how to calculate the sum of these number sequences is essential for any mathematician or anyone who wants to understand the patterns behind them. In this article, we will discuss the basics of number sequences and how they can be used to calculate sums in AP and GP series.

The sum of an AP or GP can be calculated using a few simple formulas. Furthermore, there are also other number sequences such as harmonic geometric which can be used to calculate sums of more complex number sequences. By understanding these number sequences and their relationships with each other, you can gain a better understanding of mathematics with this calculator.

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