Jacov still lives with his parents, earns $12.50 an hour and works an average of 28 hours per week. He spends $200 per week on himself. His move out expenses are $5,500. How many weeks will he have to work before he can move out on his own?

To determine how many weeks Jacov will need to work before he can move out, we'll first calculate his weekly savings.

### Step 1: Calculate Jacov's weekly earnings.
Jacov earns $12.50 per hour and works 28 hours per week.

\[
\text{Weekly Earnings} = 12.50 \times 28 = 350
\]

### Step 2: Calculate Jacov's weekly savings.
Jacov spends $200 per week on himself, so his savings per week are:

\[
\text{Weekly Savings} = 350 - 200 = 150
\]

### Step 3: Calculate the number of weeks needed to save $5,500.
Finally, divide his total move-out expenses by his weekly savings to find out how many weeks it will take him to save up:

\[
\text{Weeks to Save} = \frac{5,500}{150} \approx 36.67
\]

### Conclusion:
Jacov will need to work approximately **37 weeks** before he can move out on his own.

Would you like more details on any part of this calculation? Here are five questions to consider:

1. How would Jacov’s savings change if his spending habits adjusted?
2. What if Jacov received a raise? How would this affect his savings timeline?
3. What could happen if Jacov had an unexpected expense before moving out?
4. How would the timeline change if Jacov decided to save more money each week?
5. Could Jacov achieve his goal faster by working more hours or reducing expenses?

**Tip:** Tracking all expenses carefully is essential to save effectively and meet financial goals.

Learn how to calculate how many weeks Jacov needs to save $5,500 to move out by using basic arithmetic and linear equations. He earns $12.50 an hour, works 28 hours per week, and spends $200 weekly. Suitable for students in Grades 6-8.

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