\( \begin{array}{l}\text { A bakery has } 750 \text { cookie decorating kit } \\ \text { - There are } 300 \text { kits pre-sold onlin } \\ \text { - The function } f(x)=750-(50 x \\ \text { Part A } \\ \text { What is the value of } f(5) \text { ? } \\ \text { (o) } 250 \\ \text { W } 300\end{array} \) 500

To find \( f(5) \), we substitute \( x = 5 \) into the function \( f(x) = 750 - (50x) \). Calculating this, we have: \[ f(5) = 750 - (50 \cdot 5) = 750 - 250 = 500. \] So, the value of \( f(5) \) is 500. Now, let’s think about cookie decorating kits! They have been around in various forms for centuries, with their origins linked to decorated cakes in ancient cultures. Fast forward, and now we have fun kits that let kids (or adults, no shame!) unleash their inner pastry chefs and create fantastic cookie masterpieces at home. Looking for a DIY project? Consider making your own cookie decorating kits! Gather some icing bags, sprinkles, and plain cookies, then package them creatively. Not only is it a fun activity, but you can also personalize the kits for special events, making baking an even more memorable occasion. Plus, it’s a great way to ensure everyone has the tools they need for their cookie-inspired adventures!