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The problem asks how much Logan will earn for 15 hours of work, based on the data in the table.

The table shows the following:

| Hours Worked | Amount Earned ($) |
|--------------|------------------|
| 2            | 40.26            |
| 4            | 80.52            |
| 6            | 120.78           |
| 8            | 161.04           |

### Step 1: Determine the rate of pay per hour
To find the hourly rate, we can divide the amount earned by the hours worked. For example, for 2 hours:

\[
\text{Rate per hour} = \frac{40.26}{2} = 20.13 \text{ dollars per hour}
\]

Let's verify this rate holds for other data points:
- For 4 hours: $\frac{80.52}{4} = 20.13$
- For 6 hours: $\frac{120.78}{6} = 20.13$
- For 8 hours: $\frac{161.04}{8} = 20.13$

The rate is consistent at $20.13 per hour.

### Step 2: Calculate earnings for 15 hours
Now, to calculate Logan’s earnings for 15 hours:

\[
\text{Earnings} = 15 \times 20.13 = 301.95 \text{ dollars}
\]

Logan will earn **$301.95** for 15 hours of work.

Would you like further details or have any other questions?

Here are 5 related questions for practice:
1. How much will Logan earn for 10 hours of work?
2. If Logan works 20 hours, what will his total earnings be?
3. How many hours must Logan work to earn $500?
4. What is the total amount earned if Logan works 12 hours?
5. If Logan gets a raise to $25 per hour, how much would he earn for 15 hours?

**Tip:** When you know a rate is consistent, you can simply multiply the rate by the number of units to find the total.

How much money will Logan earn, in dollars, for 15 hours of work?

Learn how to calculate Logan's earnings based on his hourly rate. Using the rate of $20.13 per hour, this problem demonstrates how to find the total earnings for 15 hours of work, with a final result of $301.95. Suitable for middle school students, this problem involves proportional relationships and linear equations.

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