You have an allowance of $15.00 per week. You are in a bowling
league that costs $6.50 each week, and you save at least $5.00
each week. Write and solve an inequality to show how much you
have left to spend each week.

Let's define the variables and set up an inequality to model the problem.

- **Allowance per week**: $15.00
- **Cost of bowling league**: $6.50
- **Savings per week**: at least $5.00

Let **x** represent the amount of money you have left to spend each week. We need to subtract the bowling league cost and the savings from the weekly allowance. The amount left to spend must be non-negative, so the inequality becomes:

\[
x = 15 - 6.50 - 5.00 \geq 0
\]

Let's simplify this:

\[
x = 15 - 11.50
\]

\[
x = 3.50
\]

Thus, you have **$3.50 left** to spend each week.

### Final inequality:
\[
x \geq 3.50
\]

This means after paying for the bowling league and saving at least $5.00, you will have at least $3.50 left to spend each week.

Would you like more details or have any questions?

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Here are 5 related questions:
1. How would the inequality change if the bowling cost increases?
2. What if you wanted to save more than $5.00 per week?
3. What would happen if your allowance was reduced to $10 per week?
4. How much would you need to save if you wanted to have $5 left to spend weekly?
5. How much more would you have left to spend if the bowling cost dropped to $4?

**Tip:** When solving inequalities involving money, remember that the total can't be negative since it's impossible to spend more than you have!

You have an allowance of $15.00 per week. You are in a bowling league that costs $6.50 each week, and you save at least $5.00 each week. Write and solve an inequality to show how much you have left to spend each week.

Learn how to solve a basic inequality to determine how much money you have left after paying for a bowling league and saving $5 per week. This problem is perfect for students in Grades 5-7 and covers essential concepts in inequalities and basic arithmetic.

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