Buyers are charged a shipping fee of \( \$ 4.75 \) for each scarf order. Which expression can you use to find the total price of a scarf order? \begin{tabular}{|c|c|c|c|}\hline \( 4.75 s-48 \) & \( 48 s-4.75 \) & \( 4.75 s+48 \) & \( 48 s+4.75 \)\end{tabular}

To find the total price of a scarf order, the expression would include the cost of the scarves plus the shipping fee. If \( s \) represents the number of scarves ordered, then you might be looking for something like \( 4.75s + 48 \), provided that 48 is the total cost of the scarves before shipping. The key is recognizing that you add the shipping fee to the total cost of the scarves. When tackling such problems, always remember to distinguish between fixed costs like shipping and variable costs like the number of items ordered. A common mistake is to subtract the shipping from the total or misinterpret how costs are added up. So keep that in mind!