Answer:
We conclude that the inverse property of addition defines that adding a number and its opposite will be equal to zero.
Explanation:
We know that adding a number and its opposite yields zero.
In other words, the inverse property of addition defines that adding a number and its opposite will be equal to zero.
For example,
- let '-x' be the opposite number of 'x'
Adding the number x and its opposite -x.
x + (-x) = 0
In other words, for every 'x', there is an additive inverse '-x' such that
x + (-x) = 0
Other examples such as:
5 + (-5) = 0
-1.33 + 1.33 = 0
It is clear that adding the number and its opposite produces zero.
Thus, we conclude that the inverse property of addition defines that adding a number and its opposite will be equal to zero.