What is the additive inverse of the polynomial?

-7y2+x+y=3xy-7x2

0 742 - x+y+3xy+7x2

O 7y2 + x+y + 3xy+7x2

O - 7y2 - x2y=3xy-7x2

0 7²+x²y-3xy-7x²

The additive inverse of the polynomial will be 7y² - x²y + 3xy + 7x²

Step-by-step explanation:

The additive inverse of a polynomial will be a polynomial which, when we add to the original polynomial, the result will be 0.

For example, given the polynomial:

ax² + bx + c

Additive inverse:

-ax² - bx - c

When we add both polynomials:

ax² + bx + c - ax² - bx - c = 0

We have to obtain the additive inverse of the polynomial:

-7y² + x²y - 3xy - 7x²

Therefore, the additive inverse of the polynomial will be:

7y² - x²y + 3xy + 7x²