A.group pre-orders 7 concert tickets, even though they don't have the money to pay for them yet. Each ticket costs \( \$ 28 \), so the debt for one ticket is \( -\$ 28 \). The agency adds a \( \$ 25 \) fee for the entire order. Including the fee, which number represents the total debt? \( \begin{array}{l}0-\$ 171 \\ 0-\$ 196 \\ 0-\$ 371 \\ 0-\$ 221\end{array} \)

To calculate the total debt, first find the cost of the 7 concert tickets: \(7 \times 28 = 196\). Then, include the \(25\) fee added by the agency. Therefore, the total debt equals \(196 + 25 = 221\). This gives a total debt of \(0 - 221\). So, the answer is \(0 - \$221\). Now, let’s spice things up a bit! Imagine planning for a concert with your friends: excitement builds as you grab tickets, but remember to ponder the cost! It's not just about the ticket price, but how every little charge adds up. Your dreams of jamming out can lead you to unexpected debts—keep a lookout, and you’ll never have to face a surprise fee at the door! Plus, budgeting for events like concerts can be a fun team activity! Grab a spreadsheet, throw in some group spending ideas, and watch your concert fund grow! Set a little aside each month for tickets and snacks! This way, when the band rolls into town, you’re all set and ready to rock!