Graph to Table Analysis: Determine the Matching Dataset

To solve this problem, we'll follow these steps:

• Identify key points on the graph where lines cross grid intersections.
• Convert these intersections into coordinate pairs (X, Y).
• Compare these pairs with each table of choices provided.

Now, let's work through each step:
Find two key points on the graph that you can identify where the line crosses grid intersections. From the graph, we can see:

• Point 1: $(0, 0)$
• Point 2: $(1, 5)$
• Point 3: $(2, 6)$

These points indicate the graph’s relationship in the form of a linear equation.

Let's compare these points to the tables:
Choice 1 has the following data points:

• $(0, 1)$
• $(1, 2)$
• $(2, 3)$

This does not match.

Choice 2 has these data points:

• $(0, -1)$
• $(1, -2)$
• $(2, -3)$

This does not match either.

Choice 3 has these data points:

• $(0, 0)$
• $(1, 5)$
• $(2, 6)$

This set of points matches perfectly.

Therefore, the solution to the problem is Choice 3.