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Additive Inverse

Definition
Additive Inverse of an integer is the inverse (or opposite) of the given positive or negative integer.
For example = additive inverse of 5 is -5 and additive inverse of -7 is 7.

Note = When an integer and its additive inverse is added, they always give the sum Zero.

Following are some more examples related to Additive Inverse :-

Example 1 = Give additive inverse of following given numbers.
Given numbers = 4, -10, 23, -90, 100, 8
Answer = Additive Inverse of given number = -4, 10, -23, 90, -100, -8

Example 2 = Give additive inverse of following given numbers.
Given numbers = -87, -65, 1, 6543, -897, 22, -20
Answer = Additive Inverse of given number = 87, 65, -1, -6543, 897, -22, 20

Example 4 = Give additive inverse of following given numbers.
Given numbers = 23, -45, 900, -212, 222, 34, -123, -65
Answer = Additive Inverse of given number = -23, 45, -900, 212, -222, -34, 123, 65

Example 5 = Give additive inverse of following given numbers.
Given numbers = -54, 87, 10, 324, -768, 98, 1221, -909, -33, 18
Answer = Additive Inverse of given number = 54, -87, -10, -324, 768, -98, -1221, 909, 33, -18