**What Is The Meaning Of Additive Inverse?**

The **meaning of the term additive inverse is**, a number that when added to a given number gives zero. This number** is also called as** the opposite number, sign change, and negation.

For any real number, it back-pedals its sign: the conflict of a positive number is negative, and the conflict to a negative number is positive. You can also say that **zero is the additive inverse itself**. For example, the additive inverse of 5 is -5, because 5+ (-5)=0, and the additive inverse of -0.9 is 0.9, because -0.9 +0.9 = 0.

In other words, you can also** define additive inverse as** its inverse element under the binary operation of addition, which allows a broad generalization to mathematical objects other than numbers.

The **other types of numbers such as** natural numbers, cardinal numbers, and ordinal numbers, **do not have additive inverses** within their respective sets.

Most of the people often question that, why is additive inverse important? So, the inverses such as additive inverse or multiplicative inverses, **are essential for understanding** how to neutralize expressions when solving for variables in equations and formulas. This is** also useful for** getting rid of terms.

Whenever a number is added to its additive inverse,** the result is always zero**.

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