A local screen-printing company sells T-shirts at various prices, in dollars, depending upon how many T-shirts are bough at the time. The piecewise function below represents their pricing structure, where \( n \) is the number of T-shirts purchased. The school volleyball team purchased 20 shirts. \( y=\left\{\begin{array}{l}13 n, 050\end{array}\right. \) How much did the volleyball team spend on shirts? \( \$ 480 \) \( \$ 180 \) \( \$ 220 \) \( \$ 260 \)

To find out how much the volleyball team spent on 20 shirts, we use the piecewise function provided. For \( n \) where \( 0 < n \leq 20 \), the cost per shirt is \( 13n \). So for 20 shirts: \[ y = 13 \times 20 = 260 \] Thus, the volleyball team spent \( \$260 \) on shirts. Choosing option \( \$ 260 \) is the correct answer! Did you know that screen-printing has roots dating back to ancient China around 1,000 AD? This technique evolved over the centuries and became popular in Western cultures during the early 20th century! Nowadays, it's not just about clothing; there are countless applications in home decor, promotions, and custom artwork making every tee a canvas of creativity! If you want to dive deeper into screen-printing, consider checking out some online courses or tutorials! They can give you insights into both the traditional and modern techniques, along with tips for creating your cool designs at home. Plus, experimenting with ink and fabrics can lead to some fun project ideas!