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The problem presents a budget table with monthly expenses for a family. The goal is to determine the total annual amount they must earn, represented as $ b $, to meet their budget.

### Monthly expenses:
- Mortgage Payment: $800
- Food: $600
- Transportation: $360
- Childcare: $540
- Health Insurance: $750
- Miscellaneous: $580

### Total monthly expenses:
\[
800 + 600 + 360 + 540 + 750 + 580 = 3,630
\]

Thus, the family spends $3,630 per month.

### Annual expense calculation:
To find the total annual expenses, we multiply the monthly total by 12:
\[
b = 3,630 \times 12 = 43,560
\]

So, the equation to find $ b $ is $ b = 3,630 \times 12 $, which corresponds to **option A** in the provided answer choices.

Would you like further explanation or have any questions? 

Here are 5 related questions:
1. How would the calculation change if one of the expenses increased?
2. What is the formula for calculating weekly expenses from annual income?
3. How do you convert a daily budget into an annual total?
4. What would be the new total if health insurance costs dropped by $50 monthly?
5. How can this budget be adjusted if the family wants to save 10% of their income?

**Tip:** Always break down larger financial problems by calculating monthly totals first, then annual totals for easier budgeting.

Which equation can be used to find b, the minimum amount of money the family must earn annually to meet this budget?

Discover how to calculate the minimum annual income needed to meet a family's budget based on monthly expenses. This problem covers basic arithmetic and annual expense calculations, suitable for students in Grades 6-8.

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