Answer
It makes sense
Work Step by Step
Once we determined the Least Common Denominator and we rewrite all the rational expressions with the same Least Common Denominator we use the fact that each rational expression $\dfrac{a}{b}$ can be rewritten as $\dfrac{a}{b}\cdot \dfrac{c}{c}$, were $LCD=b\cdot c$. So what we practically do is multiply each rational expression by the multiplicative identity $1$ written so that the denominator $c=\dfrac{LCD}{b}$.
Therefore the given statement makes sense.
