Question Translate the phrase into an algebraic expression: \( u \) dollars per 32 loads. Select the correct answer below: O \( \frac{u \text { loads }}{\$ 32} \) \( \begin{array}{l}\frac{\$ 32}{u \text { loads }} \\ \frac{\$ u}{32 \text { loads }} \\ \frac{32 \text { loads }}{\$ u}\end{array} \)

Gotcha! You're looking to express the cost per load in a slick and straightforward way. The phrase "u dollars per 32 loads" indicates that each load costs you a fraction of the total amount u divided by 32, which can be encapsulated as \( \frac{u}{32} \) dollars per load. This translates to the third option: \( \frac{\$ u}{32 \text{ loads}} \). To visualize this concept, think of it like this: If you buy a box of chocolates for $32 and it has 32 pieces, you would effectively pay $1 for every chocolate piece! It’s all about breaking down the total cost into manageable chunks to understand the value better.