The additive inverse of -b/a is
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Additive inverse of -b/a =b/a
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Answer:
+b/a
Step-by-step explanation:
The additive inverse of a number should be such that the sum of both the original number and its inverse results the answer to be the additive identity (which is 0).
Ex: The additive inverse of 1 is -1 as [(1) + (-1) = (1 - 1) = 0]
Therefore, the additive inverse of -b/a is +b/a
Alternate Note: To find an additive inverse in easy steps, just change the sign of the number, nothing else.
-ve to +ve and vice versa.
Hope this helps...
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