To assist with creating the table from the provided graph, I will need to analyze the key points from the two functions $f(x)$ and $g(x)$ plotted in the graph. Below, I will break down the process of reading those values step by step:

Key Points to Extract for Each Function:

• Identify the x-coordinates where significant changes occur, such as endpoints, peaks, valleys, and intersections.
• Read the corresponding y-values for $f(x)$ and $g(x)$ at these key x-points.

Initial Observations:

1. Function $f(x)$ (Blue line):

   • Increases linearly from $(1, 1)$ to $(3, 4)$.

2. Function $g(x)$ (Orange segments and curve):

   • Moves non-linearly through several points: possibly from around $(-4, -3)$ to $(0, 2)$, with various key points between.

Could you confirm if the table columns you need are structured with specific $x$-values along with the corresponding $f(x)$ and $g(x)$ values, such as:

If so, I can guide you through the precise values for these functions. Let me know if there are any preferred $x$-values I should focus on!