Question

Which expression is the additive inverse of 13/6​

Answer 1

`b = - (13)/(6)` is the additive inverse of the given expression
`(13)/(6)`

Explanation:

Additive Inverse of any arbitrary number a is a number b, such that

a + b = 0

Here, a = Additive Inverse of b

and b = Additive Inverse of a.

Now, here the given number is 13 / 6.

Let b be its additive inverse.

⇒
`(13)/(6)  + b = 0   \implies b = 0 -  (13)/(6)  = -(13)/(6)`

Hence,
`b = - (13)/(6)` is the additive inverse of the given expression
`(13)/(6)`