Question

Identify the polynomial written in ascending order. (1 point) 8x3+ 2x2− 6x − 11 2x2− 11 + 8x3− 6x −6x + 8x3− 11 + 2x2 −11 − 6x + 2x2+ 8x3

Answer 1

The answer is -11 - 6x + 2x^2 + 8x^3

Answer 2

Answer:

The polynomial which is written in ascending order is:

           $-11-6x+2x^2+8x^3$

Step-by-step explanation:

To write the polynomial in ascending order means to write it in the increasing powers of x.

Here the polynomial which is written in ascending order is:

                 $-11-6x+2x^2+8x^3$

• because the first term i.e. -11 is a term with power 0 of x.

• The second term i.e. -6x is a term with power 1 of x.

• The third term i.e. 2x² is a term with power 2 of x.

• The last term i.e. 8x³ is a term with power 3 of x.