To construct a scatterplot based on the provided data, we need to plot the ages against their corresponding times. Let's summarize the data again for clarity:
- Age 24 - Time 32.75
- Age 29 - Time 33.63
- Age 34 - Time 34.84
- Age 39 - Time 35.33
- Age 44 - Time 35.23
- Age 49 - Time 36.16
Now let's analyze the scatterplot options based on this data. The correct option will have:
- Age on the x-axis
- Time on the y-axis
- Data points that are close to or match the pairs listed above.
Based on your options:
- The fourth option shows data points closely matching the lengths:
- (24, 32.75) ~ (24, 33)
- (29, 33.63) ~ (29, 33.5)
- (34, 34.84) ~ (34, 35)
- (39, 35.33) ~ (39, 35.5)
- (44, 35.23) ~ (44, 35.5)
- (49, 36.16) ~ (49, 36)
So, the correct answer is:
A coordinate plane is titled: Average Time of a 5 K. It shows age in years on the x-axis from 0 to 40 in increments of 5 and time in minutes on the y-axis from 0 to 40 in increments of 1. The approximate data points are as follows: (24, 33), (29, 33.5), (34, 35), (39, 35.5), (44, 35.5), and (49, 36).