Question

Additive inverse of 6y2 is___________. please answer fast​

Answer 1

Additive inverse of $6y^{2}$ is $(-6y^{2})$.

Step-by-step explanation:

• Let us remember that two numbers are called Additive Inverse of each other when their sum is zero.

• Then $a+(-a)=0$ and $a$ and $(-a)$ are additive inverse of each other.

Let the additive inverse of $6y^{2}$ be $A$.

Then we must have:

$\quad 6y^{2}+A=0$

$\Rightarrow A=0-6y^{2}$

$\Rightarrow A=-6y^{2}$

Answer:

Therefore additive inverse of $6y^{2}$ is $(-6y^{2})$.