Divide the polynomial by the monomial denominator by writing the fraction as the sum (or difference) of fractions. Simplify your answer, if possible. −6x+9/−3
To divide the polynomial `-6x + 9` by the monomial denominator `-3`, we can write it as a fraction and simplify it if possible.
The division can be written as:
(-6x + 9)/(-3)
Now, to simplify this fraction, we can divide both the numerator and denominator by -3 to eliminate the negative signs at the beginning:
-6x/(-3) + 9/(-3)
Simplifying the fraction gives:
2x - 3