Question

Subtract . Your answer should be a polynomial in standard form. (- 5b² - 8b) - (- 9b³ - 5b² - 8b) =

Answer 1

To subtract the polynomials (-5b² - 8b) - (-9b³ - 5b² - 8b), you need to distribute the negative sign in front of the second polynomial and then combine like terms.

Step-by-step explanation:

To subtract the polynomials (-5b² - 8b) - (-9b³ - 5b² - 8b), you need to distribute the negative sign in front of the second polynomial. This means you will change the signs of every term in the second polynomial. Now, you can combine like terms by adding or subtracting coefficients of the same degree. In this case, you have -5b² - 8b - (-9b³ - 5b² - 8b), which simplifies to -5b² - 8b + 9b³ + 5b² + 8b. Finally, you can combine like terms once again to get 9b³.

Learn more about Subtracting polynomials