Some examples of multiplicative inverse and additive inverse
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Loosely speaking, an additive inverse of a field element a is an element b such that a+b=b+a=0. It turns out that only one additive inverse exists for each element. For example, over the rational numbers, the additive inverse of 25 is −25 and the additive inverse of −5 is 5.
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The addition of the opposite number 5 is ,-5
If we have the number 7 the multiplicative inverse and reciprocal ,would be 1/7 because when you multiply 7 and 1/7 together you get 1 .
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