find product and additive immerse of 1/3
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Additive inverse, −13
Multiplicative inverse, 3
Explanation:
For a number a, it's multiplicative inverse b is such that a⋅b=1 which is the multiplicative identity.
For a number a, it's additive inverse c would be such that a+c=0 where 0 is additive identity.
Thus, for a=13
It's additive inverse be c.
Then 13+c=0
Now, adding −13 to both sides,
c=−13.
Let the multiplicative inverse be b.
Then a⋅b=1
⇒13⋅b=1
Multiplying both sides with 3
b=3
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