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Home >> Integers >> Additive Inverse >>

Additive Inverse

Positive Integers Negative Integers Difference Positive & Negative Integers Addition of Integers Multiplication of Integers
Additive Inverse Subtraction of Integers Division of integers

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

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