1. **State the problem:** We are given the equation $n = 5ax$ and want to understand or manipulate it. 2. **Identify variables and constants:** Here, $n$ is expressed as the product of constants and variables: $5$, $a$, and $x$. 3. **Formula and rules:** The equation is a simple multiplication of terms. To isolate any variable, we use division. 4. **Example: Solve for $x$** Starting with: $$n = 5ax$$ Divide both sides by $5a$ to isolate $x$: $$x = \frac{n}{\cancel{5a}}\cancel{5a}$$ This shows: $$x = \frac{n}{5a}$$ 5. **Explanation:** To find $x$, divide $n$ by the product $5a$. This is a direct application of inverse operations. **Final answer:** $$x = \frac{n}{5a}$$