From your description of the scatterplot titled "Number of Laps the Swim Team Completes Per Week," it appears that as the number of weeks increases (from 1 to 8), the number of laps completed by the swim team also increases, with the relationship showing a clear upward trend. However, the relationship is not consistent; the points seem to increase at a varying rate.
Given the coordinates:
- (1, 50)
- (2, 150)
- (3, 200)
- (4, 300)
- (5, 500)
- (6, 600)
- (7, 700)
- (8, 800)
The increase in the number of laps is not uniform (e.g., the increase from 4 to 5 weeks is larger than other intervals). This suggests a non-linear relationship.
Therefore, the correct interpretation of the scatterplot is:
The graph is non-linear.