We have 1 group of 6a+4 in the numerator, which can just be written as 6a+4. Then, rewrite 2 in the denominator.

Answer 1

To rewrite the expression with the numerator \(6a + 4\) and the denominator \(2\), you can express the entire fraction as follows:

\[ \frac{6a + 4}{2} \]

Now, you can simplify the expression by factoring the numerator, if necessary. Here, you can factor \(2\) out of the numerator:

\[ \frac{2(3a + 2)}{2} \]

Now, you can simplify by canceling the \(2\) in the numerator and the denominator:

\[ 3a + 2 \]

So, the expression \(\frac{6a + 4}{2}\) simplifies to \(3a + 2\).