which polynomial lists powers in descending order x^7-4x^5+2x^4+4x^3-10

1 answer

The polynomial you provided is already listed with powers in descending order. The expression is:

\[ x^7 - 4x^5 + 2x^4 + 4x^3 - 10 \]

In this polynomial:

  • The term \( x^7 \) has the highest degree (7).
  • The next term is \( -4x^5 \) with a degree of 5.
  • Then, we have \( 2x^4 \) with a degree of 4.
  • Next is \( 4x^3 \) with a degree of 3.
  • Finally, the constant term is \( -10 \), which has a degree of 0.

Thus, the polynomial is presented correctly in descending order of the powers of \( x \).