# What is the range of N consecutive integers?

**What is the range of N consecutive integers?**In

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Circle the expression for the **range of n consecutive integers**. **Range** of a set of numbers is the difference of highest number & the lowest number . **Consecutive integers** are a set which when arranged in ascending or descending order , the common difference of any two **consecutive** number is 1.

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Simply so, what is the expression for the range of N consecutive integers?

**Consecutive integers** are **integers** that follow each other in order.We will illustrate with good examples. You can also represent the first set with this **expression**: **n** + 1, with **n** = 0, 1, 2, .. You can also represent the third set with this **expression**: 1 โ **n**, with **n** = 2, 3, 4, 5,..

One may also ask, what are the consecutive integers? **Consecutive integer**. From Wikipedia, the free encyclopedia. **Consecutive** numbers are numbers that follow each other in order. They have a difference of 1 between every two numbers. In a set of **consecutive** numbers,the mean and the median are Equal.Usually used when you do square root and cube root.

Also, what is the formula for consecutive integers?

**Consecutive integers** are simply **integers** that follow each other. We can have even **consecutive integers** and odd **consecutive integers**, as well. The **formula** to find **consecutive integers** is: x, x+1, x+2, x+3, x+4, etc.

What are 5 consecutive integers?

For example, the set {17,18,19,20} is said to be a set of four **consecutive integers** be- cause the set consists of 4 **integers** and (using m = 17 and k = 3 in the definition) the **integers** are 17, 17 + 1, 17 + 2, and 17 + 3. Reading: Theorem: If n is the sum of **five consecutive integers**, then n is divisible by **5**.

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