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The problem states that the team rented a bus for $1087.50 and budgeted $41.75 per player for meals. We are asked to write and solve an equation to determine the number of players, $ x $, that the team can bring to the tournament.

### Step-by-step solution:

1. **Total cost**: The total cost for the trip includes both the bus rental and the meal cost for each player.

   The total cost is the sum of:
   - The bus rental: $1087.50
   - The cost of meals for $ x $ players: $ 41.75x $

   Therefore, the total cost is given by:
   \[
   1087.50 + 41.75x
   \]

2. **Set up the equation**: Since the team has exactly $1087.50 for the bus and $41.75 per player for meals, the total budget equals the total cost. Assuming the team needs to determine how many players can come with their budget:

   \[
   1087.50 + 41.75x = \text{total budget}
   \]

   However, the problem doesn't specify the total budget, so it seems we're only calculating how many players based on the given expenses.

3. **Solve for $ x $**:
   You can input this equation as:
   \[
   1087.50 + 41.75x = \text{budget}
   \]
   
Does this clarify the steps for you? Would you like to review more details or proceed with the next part of your lesson?

### Related questions:
1. What if the bus cost increased by 10%? How would that change the equation?
2. What if each player only gets $30 for meals? How does that affect the number of players?
3. How can you rework the equation if the team budget was $1500 total for meals and transport?
4. How would you adjust the equation if two buses were rented instead of one?
5. How does the number of players affect the total cost if bus rental is free?

**Tip**: Always double-check the problem’s wording to ensure all the necessary information for solving the equation is considered!

They rented a bus for $1087.50 and budgeted $41.75 per player for meals. Write and solve an equation which can be used to determine x, the number of players the team can bring to the tournament.

Learn how to write and solve a linear equation to determine the number of players a team can bring, given a bus rental fee of $1087.50 and a per-player meal budget of $41.75. Suitable for students in Grades 7-10, this problem covers essential algebraic concepts and budgeting strategies.

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