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In mathematics, the additive inverse of a number 'a' is the number that, when added to 'a', yields zero. This number is also known as the opposite sign change and negation.
For example, the additive inverse of 9 is -9 as 9 + (-9) = 0. Also, it is likely to find the additive inverse of negative numbers. For instance, the additive inverse of -5 will be 5 as -5 + 5 = 0.
As per the definition of additive inverse property, the additive inverse of number A states as A + (-A) = 0. If we take X as a number and Y as an additive inverse number then add both and the result should be zero. ie., X+Y=0. Then, Y = -X
So, the additive inverse of the number is -X.
Also, we can define the additive inverse is the opposite of a number.
One of the best and easiest method to calculate the additive inverse property for a number is adding the opposite sign number to the actual number where it results as zero.
Else, use the above-given formula for additive inverse and calculate the additive inverse for n number is
A + (-A) = 0
n + (-n) = 0
So, -n is the additive inverse of given number 'n'.
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1. What is the Additive Inverse?
The additive inverse of a number is defined as a number that we add with the actual number and it results in Zero.
2. What is the formula of additive inverse?
The formula for the additive inverse of a number A is A+(-A) = 0. Here, -A is the additive inverse of a number.
3. What is the additive inverse of 356?
The additive inverse of 356 is (-1) × 356 = -356
4. Can I also find the additive inverse for negative numbers?
Yes, the addictive inverse for negative numbers is a positive number. For example, the additive inverse of -9 is 9 as -9+9 = 0.