Subtraction is one of the fundamental operations in mathematics, but in order to perform it correctly it is important to know the terms involved in it: the minuend and the subtrahend. These terms appear constantly in basic mathematical operations and their correct understanding is essential for mathematical learning. In this article, it will be explained what the minuend and the subtrahend are, **what they are used for and how they are related in the subtraction operation.**

## Definition of minuend in mathematics

In mathematics, the minuend is one of the terms that appears in a subtraction operation. The term minuend refers to the number from which another number is to be subtracted (known as a subtrahend). **to get the result of the subtraction. **By understanding it, you can better understand the proper fraction term.

In a subtraction operation, the minuend is always placed on top of the problem, and the subtrahend is placed below it. For example, in the subtraction operation 9 – 6 = 3, **the number 9 is the minuend and the number 6 is the subtrahend.**

The minuend can also be defined as the number from which another number 1 is subtracted. The minuend is a fundamental term in the subtraction operation and its correct identification is essential to carry out this mathematical operation. Also, it is important to note that subtraction is a commutative operation, which means that the **order in which numbers are placed** does not alter the result of the operation.

## concept of subtrahend

The subtraction operation is one of the basic operations used to solve number problems. This operation is made up of two terms: the minuend and the subtrahend. As we mentioned in the previous point, the minuend is the number from which another number is going to be subtracted to obtain the result of the subtraction. For his part, **the subtrahend is the number that is subtracted from the minuend**.

The subtrahend is the second term in the subtraction operation, which represents the amount to be removed from the minuend. The subtrahend is written below the minuend and is used to find the difference between the two terms. **In a subtraction operation**, the subtrahend is always placed below the minuend. This only applies in subtraction, not in addition, nor in division, nor in multiplication, nor in addition.

For example, if you have the operation 10-5=5, the number 5 is the subtrahend because it is the number that is being subtracted from 10, **which is the minuend.**

It is important to highlight that the subtrahend is a fundamental term in the subtraction operation and its correct identification is essential to carry out this mathematical operation. Also, it is important to remember that subtraction is a commutative operation, which means that the order in which the numbers are placed **it does not alter the final result of the operation.**

## What is the difference between a minuend and a subtrahend?

Subtraction is one of the basic operations used to solve number problems. This operation is made up of two terms: the minuend and subtrahend 1. Although both terms are essential for subtraction, **it is important to know the differences between them.**

The minuend is the first term of the subtraction operation, which represents the number from which another number is to be subtracted. The subtrahend, on the other hand, is the second term in the subtraction operation, which represents the quantity that **will be removed from the minuendo to find** the difference between the two terms. Both are part of a fraction.

For example, if you have the operation 10-5=5, the number 10 is the minuend and the number 5 is the subtrahend 1. The minuend is always **is placed on top of the problem**followed by the subtrahend below it.

## Examples of the use of minuend and subtrahend

In math 1, the minuend and subtrahend are terms commonly used in the operation of subtraction 2. The minuend is the number from which another number is to be subtracted, while the subtrahend is the part of the minuend that is subtracted to get the result end of remainder Below are some examples **the use of minuend and subtrahend.**

Example 1: In Mathematics, a subtraction operation 15 – 7 = 8 1, the number 15 is the minuend and the number 7 is the subtrahend 2. This means that you are subtracting 7 from a total of 15, **so the result of the subtraction will be 8.**

Example 2: In a subtraction operation 50 – 25 = 25, the number 50 is the minuend and the number 25 is the subtrahend 2. This indicates that 25 is being subtracted from a total of 50, **which results in 25. **This applies correctly both in Spanish and in any other language, since mathematics is a universal language, which is applied in the same way in every corner of the world.

It is important to note that, in the subtraction operation, the order of the terms can be altered without affecting the final result. This means that the same operation 15 – 7 = 8 can be performed as 7 – 15 = -8, **but the result remains the same.**