Divide the polynomial by the monomial denominator by writing the fraction as the sum (or difference) of fractions. Simplify your answer, if possible 6x+6/2
To divide the polynomial 6x + 6 by the monomial denominator 2, we can write it as a fraction and simplify if possible:
(6x + 6)/2
Now, we can separate each term of the numerator and divide it by the denominator:
(6x)/2 + 6/2
Simplifying each fraction:
3x + 3
Therefore, the division of the polynomial (6x + 6) by the monomial denominator 2 is equal to the simplified expression 3x + 3.