Opposite Integers
![Opposite Integers](https://www.effortlessmath.com/wp-content/uploads/2023/01/Opposite-Integers-512x240.jpg)
Opposite numbers have the same distance from 0 but they are on the other side of the number lines.
An integer is a number without a decimal or fractional form. This kind of number may be positive, negative, or 0. Opposite integers are considered negative or positive forms of a number.
The only integer that is its opposite is zero. It means the opposite of 0 is 0.
A step-by-step guide to making opposite Integers
Step 1: Identify whether the number is negative or positive.
Step 2: If the number is positive, the opposite side is negative and it is on the left side of zero.
Step 3: If the number is negative, the opposite side is positive and it is on the right side of zero.
Opposite Integers – Examples 1:
What is the opposite of \(-4\)? Graph it on the number line.
4 is negative so the opposite of \(-4\) will be on the right side of 0. Therefore, the opposite of \(-4\) is 4.
Solutions:
4 is negative so the opposite of \(-4\) will be on the right side of 0. Therefore, the opposite of \(-4\) is 4.
![](https://www.effortlessmath.com/wp-content/uploads/2023/01/Opposite-Integers-1-1.jpg)
Opposite Integers – Examples 2:
What is the opposite of 8? Graph it on the number line.
Solutions:
8 is positive so the opposite of 8 will be on the left side of 0. Therefore, the opposite of 8 is \(-8\).
![](https://www.effortlessmath.com/wp-content/uploads/2023/01/Opposite-Integers2.jpg)
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