Question

degree of the polynomial is 22 ,then the degree of its additive inverse is .....


answer is 22


answer with steps


no silly answers

Answer 1

if the degree of polynomial is 22 then the degree of its additive inverse Shud be 22 bcoz:
No. + additive inverse = 0

For example , there is a term X whose power is 2. so it's additive inverse will b -X² . [ X² - X² = 0]

Hope it helps and if it does please mark my answer as the brainliest

Answer 2

The value of  degree of its additive inverse is 22.

Step-by-step explanation:

Given:

22 is degree of the polynomial.

To Find:

The value of  degree of its additive inverse.

Solution:

As given-22 is degree of the polynomial.

The additive inverse of two numbers  is  that when the sum of two numbers is equal to 0(zero).

The additive inverse of  a polynomial can be found  by replacing each term with it opposite sign.

It means  after  replacing each term with it opposite sign of a polynomial the degree of polynomial will not change.

Thus,the value of  degree of its additive inverse is 22.

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