Math Problem Statement
Makaila still lives with her parents, earns $13.25 an hour and works an average of 40 hours per week. To help her family with their water bill, she pays her parents $70 and she spends $75 per week on herself. Her move out expenses are $3,900. How many weeks will she have to work before she can move out on her own?
Solution
To calculate how many weeks Makaila will need to work before she can afford to move out, we can follow these steps:
1. Calculate Makaila's weekly income:
Makaila earns $13.25 per hour and works 40 hours per week.
2. Determine her weekly expenses:
Makaila pays $70 per week to help with the water bill and spends $75 per week on herself.
3. Calculate her weekly savings:
To find her savings per week, subtract her weekly expenses from her weekly income.
4. Determine how many weeks it will take to save $3,900:
Now, we divide her total moving out expenses by her weekly savings.
Makaila will need to work approximately 11 weeks (rounding up to a whole number) before she can afford to move out.
Would you like more details on any part of this, or do you have any questions?
Here are five related questions:
- What is the effect of working more than 40 hours per week on her savings?
- How would her savings change if her expenses increased?
- What if Makaila earned $15 per hour instead—how many weeks would she need then?
- How could budgeting reduce her weekly expenses and help her move out sooner?
- How many weeks would it take if her move-out expenses increased to $4,500?
Tip: Keep track of your weekly income and expenses to understand how long it takes to reach financial goals!
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Math Problem Analysis
Mathematical Concepts
Basic Arithmetic
Budgeting
Savings Calculation
Formulas
Weekly income = Hourly wage × Hours worked
Total weekly expenses = Bill contribution + Personal spending
Weekly savings = Weekly income - Total weekly expenses
Number of weeks = Move out expenses / Weekly savings
Theorems
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Suitable Grade Level
Grades 6-8
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