0. By the definition of "additive inverse", the sum of ANY number and its additive inverse must be 0.
When a number is added to its additive inverse, the result is always 0.
-27's additive inverse is 27 because when you add them together you get the additive identity, 0.
The additive inverse of -34 is the number you need to add to -34 to get 0 i.e. 34.
additive inverse is when in an equation there is a plus zero. you automatically know that anything plus 0 is still that number, so that is additive identity.
0. By the definition of "additive inverse", the sum of ANY number and its additive inverse must be 0.
The additive inverse of a number is that which when added to the number gives 0. If n is a number then the additive inverse of it (-n) is that number such that: n + -n = 0 For example, the additive inverse of '4' is '-4'.
When a number is added to its additive inverse, the result is always 0.
Number + additive inverse of number = 0, by definition (the additive inverse of a number is that number, which when added to the original number, results in a sum of 0) Number + additive inverse of number = 0, by definition (the additive inverse of a number is that number, which when added to the original number, results in a sum of 0)
The additive inverse of 88 is -88; the additive inverse of -88 is 88. The additive inverse can be though of as the solution of a + x = 0, for any number a.
Additive inverse is a number that when added to a given number results in a sum of 0. So the additive inverse of -327 is 327. -327 + 327 = 0
0 is its own additive inverse. There is no multiplicative inverse for 0.
-35 The additive inverse of a number is the number that will equal 0 when added to the original number so the additive inverse of 3 is -3 the additive inverse of 782 is -782 etc.
3 for A+
-27's additive inverse is 27 because when you add them together you get the additive identity, 0.
Zero!
The additive inverse of any negative number is the same number with the minus sign removed. In this instance, the additive inverse of -84 is 84.