Question

Which of the following number is the additive inverse of 7/129

Answer 1

Answer:

Where are the Numbers...??

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Answer 2

Answer:

-7/129

Step-by-step explanation:

We know that the additive inverse of a number is the number by which if we add the original number the sum is equal to 0.

For example the additive inverse of "a" is "-a"

because when we add "a" and "-a" the sum is equal to 0: a+(-a)

a-a= 0

So thus the additive inverse of any positive number is the negative of that same quantity and vise versa. So the additive inverse of 7/129 is the number by which if we add it the solution is 0.

So it will be -7/129 be 7/129+(-7/129)=0