When working with natural numbers, it is often necessary to calculate the sum of the highest and lowest values in a given set. This article will discuss the process for calculating the range of natural numbers and then summing the highest and lowest value.

## Calculating the Range of Natural Numbers

Calculating the range of natural numbers is a relatively simple process. First, determine the highest and lowest value in the set. This can be done by sorting the numbers in order, from highest to lowest, or by simply comparing the numbers one by one. Once the highest and lowest values have been found, subtract the lowest value from the highest value. This will give you the range of the set.

## Summing the Highest and Lowest Value

Once the range of the natural numbers has been calculated, the next step is to sum the highest and lowest value. To do this, simply add the highest and lowest value together. This will give you the sum of the two numbers.

Calculating the range of natural numbers and then summing the highest and lowest value is a simple process. By following the steps outlined in this article, you should be able to easily calculate the sum of the highest and lowest value in any given set of natural numbers.

In recent years, there has been an increasing interest in mathematics for problem solving and mathematical exploration. One of the most popular questions is how to calculate the sum between the highest and the lowest natural numbers given a set. In order to answer this question, it is necessary to first understand the concept of natural numbers.

Natural numbers are integers, or whole numbers, that cannot be negative or decimal numbers. This includes the numbers 0, 1, 2, 3, and so on. In a set of natural numbers, the largest number is known as the maximum number and the smallest number is known as the minimum number.

The sum between the highest and the lowest natural numbers can be calculated by subtracting the minimum number from the maximum number. This gives the difference between the highest and the lowest natural numbers in the set.

To demonstrate this concept, let us consider a set of five natural numbers: 1, 3, 5, 7, and 9. In this case, the maximum number is 9, and the minimum number is 1. If we subtract the minimum number from the maximum number (9 – 1 = 8), then the difference between the maximum and the minimum number is 8. Hence, the sum between the highest and the lowest natural numbers in this set is 8.

This method can be applied to any set of natural numbers. It is an effective tool for quickly finding the sum between the highest and the lowest natural numbers in any given set. It can be used for math problem solving and exploration, as well as for everyday applications.

In conclusion, the sum between the highest and the lowest natural numbers can be calculated by subtracting the minimum number from the maximum number. This is an important concept that can help in everyday applications, as well as mathematics problem solving and exploration.