**Educational Content: Analysis of Samantha’s Monthly Expenses**The provided circle graph illustrates the distribution of Samantha's monthly expenses across different categories.**Categories and Percentages:**- **Activities**: This portion is not labeled with a percentage, but visually, it occupies the smallest segment of the circle.- **Food**: 25% of Samantha's expenses are allocated here.- **Shopping**: This category accounts for 20% of the expenses.- **Hotels**: The largest expenditure category, comprising 35% of the total expenses.**Mathematical Problem:**If Samantha spends a total of $3,500 monthly, the question posed is to calculate the difference between the amount she spends on hotels and activities.**Hint:**What is the TOTAL percent of the circle graph? This question encourages reviewing basic fraction or percentage calculations, emphasizing total expenses and the proportional distribution across expense categories.

Answered: Image /qna-images/answer/d63f28f0-1f6f-411f-8576-dfc5fdb41d7a.jpg

The circle graph gives the distribution of Samantha's monthly expenses. If Samantha spends a total of $3,500, what is the difference between the amount she spends in hotels and activities? Activities Food 25% Shopping 20% Hotels 35%

The circle graph gives the distribution of Samantha's monthly expenses. If Samantha spends a total of $3,500, what is the difference between the amount she spends in hotels and activities? Activities Food 25% Shopping 20% Hotels 35%

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Question

**Educational Content: Analysis of Samantha’s Monthly Expenses**

The provided circle graph illustrates the distribution of Samantha's monthly expenses across different categories.

**Categories and Percentages:**
- **Activities**: This portion is not labeled with a percentage, but visually, it occupies the smallest segment of the circle.
- **Food**: 25% of Samantha's expenses are allocated here.
- **Shopping**: This category accounts for 20% of the expenses.
- **Hotels**: The largest expenditure category, comprising 35% of the total expenses.

**Mathematical Problem:**
If Samantha spends a total of $3,500 monthly, the question posed is to calculate the difference between the amount she spends on hotels and activities.

**Hint:**
What is the TOTAL percent of the circle graph?

This question encourages reviewing basic fraction or percentage calculations, emphasizing total expenses and the proportional distribution across expense categories.

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