Without the specific graph available for reference, I can provide some general guidance on how to interpret a graph showing the distance from Sophia's home to her workplace over time.
- X-Axis: The x-axis usually represents time in minutes.
- Y-Axis: The y-axis typically represents the distance from home to work, likely in miles or kilometers.
To determine how long it takes Sophia to get home, look for the point on the graph where the distance from home reaches zero. The corresponding time on the x-axis at that point will give you the total travel time from her workplace back to her home.
If the graph shows a line or curve that decreases continuously until it hits zero, that point will indicate when Sophia has arrived home.
If you could describe the graph or provide the specific characteristics of its shape, I could help you interpret it more accurately. Based on your responses, it seems that one of those times (20 minutes, 35 minutes, 40 minutes, or 55 minutes) will be the correct answer depending on where the graph reaches the zero distance point.