The expression [tex]\frac{2n}{6n + 4} * \frac{3n + 2}{3n - 2}[/tex] is a product expression
The denominator of the simplified fraction is 3n -2
How to determine the denominator?
The expression is given as;
[tex]\frac{2n}{6n + 4} * \frac{3n + 2}{3n - 2}[/tex]
Divide the first fraction by 2/2
[tex]\frac{n}{3n + 2} * \frac{3n + 2}{3n - 2}\\[/tex]
Evaluate the above product
[tex]\frac{n}{3n - 2}[/tex]
The above fraction is a simplified fraction of [tex]\frac{2n}{6n + 4} * \frac{3n + 2}{3n - 2}[/tex], and the denominator is 3n - 2
Hence, the denominator of the simplified fraction is 3n -2
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