Questions: Divide the polynomial by the monomial denominator by writing the fraction as the sum (or difference) of fractions. Simplify your answer, i (6 x+6)/6

Divide the polynomial by the monomial denominator by writing the fraction as the sum (or difference) of fractions. Simplify your answer, i
(6 x+6)/6
Transcript text: Divide the polynomial by the monomial denominator by writing the fraction as the sum (or difference) of fractions. Simplify your answer, i \[ \frac{6 x+6}{6} \]
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Solution

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Solution Steps

To divide the polynomial by the monomial, we can split the fraction into separate fractions for each term in the numerator. Then, simplify each fraction individually.

Step 1: Write the Fraction

We start with the expression

\[ \frac{6x + 6}{6} \]

Step 2: Split the Fraction

We can separate the fraction into two parts:

\[ \frac{6x}{6} + \frac{6}{6} \]

Step 3: Simplify Each Fraction

Now, we simplify each term:

\[ \frac{6x}{6} = x \quad \text{and} \quad \frac{6}{6} = 1 \]

Thus, we combine the simplified terms:

\[ x + 1 \]

Final Answer

The simplified result of the division is

\[ \boxed{x + 1} \]

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