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This question is asking for the slope and its interpretation in the context of minimum wage changes. To determine the slope, you'll need data points or a function relating time (years) to minimum wage values over the specified period. The slope will indicate the rate of change of the minimum wage per year.

Here's a general approach to solving this type of question:

1. **Calculate the Slope**: If you have two data points, use the formula:
   \[
   \text{slope} = \frac{\text{change in minimum wage}}{\text{change in years}}
   \]
   This will give you the rate at which the minimum wage changes per year.

2. **Interpret the Slope**: In this context, a positive slope means the minimum wage increased over time, while a negative slope would indicate a decrease. The units of the slope will be dollars per year, representing how much the minimum wage changes each year on average.

If you have the data or need further explanation, please let me know!

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Would you like further clarification or need help with specific values? Here are related questions to consider:

1. How do you find the slope given two points on a graph?
2. What does a positive slope indicate in real-life terms?
3. How does the slope affect the interpretation in a real-world scenario like minimum wage changes?
4. What are some factors that could cause changes in the slope of minimum wage over time?
5. Can the slope be used to predict future values of the minimum wage?

**Tip:** Always pay attention to the units when interpreting slope; it tells you the rate of change per unit time or distance.

Determine the slope. Interpret the meaning of the slope in the context of this problem. The slope is ____. This indicates that the minimum wage has (choose one) by approximately $____ per year during this period.

Understand how to calculate and interpret the slope in the context of minimum wage changes. Learn how the slope reflects the rate of change per year and how to analyze this in a real-world context. Suitable for students in Grades 9-11.

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