Math Problem Statement
Shaniya still lives with her parents, earns $15.85 an hour and works an average of 36 hours per week. To help her family with their water bill, she pays her parents $90 and she spends $75 per week on herself. Her move out expenses are $4,800. How many weeks will she have to work before she can move out on her own?
Solution
To determine how many weeks Shaniya will need to work before she can move out, we need to calculate how much she saves each week and then determine how long it will take for her savings to reach her moving out expenses.
Step 1: Calculate Shaniya's weekly income
Shaniya earns $15.85 per hour and works an average of 36 hours per week.
Step 2: Calculate Shaniya's weekly expenses
Shaniya pays $90 to help with the water bill and spends $75 on herself.
Step 3: Calculate Shaniya's weekly savings
Subtract her total weekly expenses from her weekly income.
Step 4: Determine how many weeks Shaniya needs to save
Shaniya's move-out expenses are $4,800. To find out how many weeks it will take to save this amount, divide her move-out expenses by her weekly savings.
Shaniya will need approximately 12 weeks to save enough to move out.
Would you like more details or have any other questions?
Here are 5 related questions:
- What would happen if her weekly expenses increased by $20?
- How much would she save in a year at her current rate?
- How much more would she save per week if she worked 40 hours instead of 36?
- What would happen if she received a raise to $17 per hour?
- How much time would she save if her move-out expenses dropped to $4,000?
Tip: Tracking your weekly expenses and savings can help you plan for large future expenses like moving out.
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Math Problem Analysis
Mathematical Concepts
Basic Arithmetic
Linear Equations
Formulas
Weekly Income = Hourly Wage × Hours Worked
Weekly Savings = Weekly Income - Weekly Expenses
Weeks to Move Out = Move Out Expenses / Weekly Savings
Theorems
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Suitable Grade Level
Grades 5-7
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