Math Problem Statement
Zaryah still lives with her parents, earns $13.75 an hour and works an average of 38 hours per week. To help her family with their electric bill, she pays her parents $50 and she spends $40 per week on herself. Her move out expenses are $3,780. How many weeks will she have to work before she can move out on her own?
Solution
To determine how many weeks Zaryah will need to work before she can move out, we need to follow these steps:
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Calculate her weekly earnings:
Zaryah earns $13.75 per hour and works 38 hours per week.
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Determine her weekly savings:
After earning $522.50 per week, she spends $50 to help her family with the electric bill and $40 on herself.
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Determine how many weeks it will take to save enough to move out:
Zaryah needs to save $3,780 to move out.
Since Zaryah can't work a fraction of a week, she will need 9 weeks to save enough to move out.
Would you like more details or have any questions about the process?
Here are 5 related questions to expand on this information:
- How would the calculation change if Zaryah worked more hours per week?
- What if her move-out expenses increased to $4,000? How many weeks would that take?
- How would it affect her savings if she reduced her spending by $10 per week?
- What percentage of her weekly income does she contribute to the electric bill?
- How much would she need to save per week if she wanted to move out in 6 weeks?
Tip: Keeping track of your weekly expenses and savings helps you plan for future financial goals more efficiently.
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Math Problem Analysis
Mathematical Concepts
Arithmetic
Algebra
Formulas
Weekly earnings = Hourly wage × Hours worked per week
Weekly savings = Weekly earnings - Expenses
Weeks needed = Total savings required / Weekly savings
Theorems
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Suitable Grade Level
Grades 6-8
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