eolas/neuron/7d6ebca6-4ae5-4451-bb1d-beee6c92ebad/Additive_inverse_property.md
2024-11-17 12:01:24 +00:00

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tags
theorems

Additive inverse property

Let a represent any member of \mathbb{Z}. Then there is a unique member of \mathbb{Z} -a such that:

 a + (-a) = 0 

The sum of a number and it's negative (called the additive inverse) is always zero.