The first question on the worksheet asks you to interpret a graph and answer a question about proportional relationships.

### Extracted Question 1:
- **Question:** "For each graph, write the unit rate and write an equation that represents the proportional relationship."

The graph provided in Question 1 is a typical linear graph with a positive slope, representing a proportional relationship. Here’s a step-by-step approach to solve this:

1. **Identify the Unit Rate:** The unit rate is the ratio of the rise (change in y) to the run (change in x) for the line. Find two clear points on the graph and determine this rate.
2. **Write the Equation:** A proportional relationship can be expressed in the form \( y = kx \), where \( k \) is the unit rate (or constant of proportionality). Once the unit rate is identified, substitute it into this equation.

Could you describe the graph a bit more or provide the coordinates of two points? That way, I can help you calculate the unit rate and form the equation.

Learn how to interpret graphs to identify proportional relationships and calculate unit rates. This problem involves analyzing a linear graph and determining the unit rate and equation of the proportional relationship. Suitable for students in Grades 6-8.

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