https://file.aiquickdraw.com/mathbot/file/1726527056621e45bu8j3.jpg

To determine which taxi driver has a larger hourly wage, let’s analyze the information presented in the image.

- **Taxi Driver 1**:
  - At 0 hours, the wage is $0.
  - At 4 hours, the wage is $170.
  - At 7 hours, the wage is $297.50.

To calculate Taxi Driver 1's hourly wage, we can use the formula:

\[
\text{Hourly Wage} = \frac{\text{Total Wage}}{\text{Hours Worked}}
\]

At 4 hours:
\[
\frac{170}{4} = 42.5 \text{ dollars per hour}
\]

At 7 hours:
\[
\frac{297.50}{7} = 42.5 \text{ dollars per hour}
\]

So, Taxi Driver 1 has an hourly wage of $42.50.

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- **Taxi Driver 2**:
  - The graph shows a linear relationship. From the graph:
    - At 1 hour, the wage is $25.
    - At 4 hours, the wage is $100.
    - At 6 hours, the wage is $150.

From the graph, it appears that Taxi Driver 2 earns $25 per hour.

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### Conclusion:
- **Taxi Driver 1** has a higher hourly wage of $42.50, compared to **Taxi Driver 2**, who earns $25 per hour.

Would you like more details or have further questions?

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Here are 5 related questions:
1. How would a change in hours worked affect the total wage for each driver?
2. What is the slope of the graph for Taxi Driver 2, and how does it relate to their hourly wage?
3. If both drivers worked 10 hours, what would their total earnings be?
4. How can you compare wages using both tables and graphs?
5. What would happen to the comparison if one driver received tips?

**Tip**: Understanding how to read graphs helps in comparing relationships between variables like time and wages efficiently!

This problem compares hourly wages for two taxi drivers by using linear equations. It involves calculating hourly wages from tables and graphs, focusing on key concepts like rates, slope, and linear relationships. Ideal for Grade 7 students.

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