To determine how long it takes Rania to get home based on the graph you described, we would look for a point where the distance from her workplace to her home is zero. This point represents Rania arriving home.
From your information about the axes:
- The x-axis represents time in minutes.
- The y-axis represents distance in miles.
If Rania starts at her workplace and the graph shows a curve indicating her distance from home, we would look for the point on the graph where the distance (y-axis) reaches zero, as that signifies she has arrived home.
Without seeing the exact graph or the points plotted, I would recommend checking the point where the distance reaches 0 miles on the y-axis and noting the corresponding time on the x-axis.
Assuming you can see the graph, check the x-value at the point where y = 0. Based on typical plot interpretations, the answer could be one of the provided options (20, 35, 40, or 55 minutes). You would choose the x-axis value that corresponds with y = 0.
If the graph indicates that the distance from her home to her workplace is 0 miles at, say, 40 minutes on the x-axis, then the answer would be:
40 minutes.
If, however, you see on the graph that the distance reaches 0 at 35 minutes, then select that.
Please refer to the graph to find the correct time.
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