Audrey categorized her food spending for this month into four categories: Groceries, Other, Hot Food, and Restaurants. The percents she spent in each category are pictured here.

Groceries
26%
Other
22%
Hot Food
15%
Restaurants
37%

If Audrey spent $486 on Other this month, what is the total amount she spent?
$464
$2210
$22
$486

We are given that Audrey spent 22% of her total food budget on "Other," which amounts to $486. To find the total amount she spent this month, we can set up the following equation:

\[
0.22 \times \text{Total Amount} = 486
\]

Now, solve for the total amount:

\[
\text{Total Amount} = \frac{486}{0.22}
\]

Let me calculate this.Audrey's total spending for the month is approximately $2210.

Would you like more details or have any questions?

Here are 5 related questions to further your understanding:
1. How would the total spending change if the percentage for "Other" was 25% instead of 22%?
2. What is the total amount spent on groceries if it makes up 26% of the total?
3. How much did Audrey spend on restaurants if that accounts for 37% of her spending?
4. If Audrey's hot food spending increased to 20%, what would her new total spending be?
5. Can you calculate how much Audrey spent on all categories combined except "Other"?

**Tip:** To find a total when you know the percentage spent, divide the amount by the percentage in decimal form!

Learn how to calculate the total spending for Audrey's monthly food budget based on percentage allocations. This problem demonstrates how to use basic algebra and percentages to find the total amount spent when given a specific category's spending. Suitable for students in Grades 5-7.

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