To determine which choice could be the approximate coordinates for the oldest person on the scatter plot, we typically look for the combination of higher values in the age coordinate (usually represented on the x-axis) and possibly a correlate with income or another variable represented on the y-axis (often shown in monetary terms).
Without seeing the actual scatter plot, I can't definitively say which coordinates represent the oldest person. However, generally speaking:
- (58, $7,800): Age is 58, which is relatively old but not the oldest.
- (80, $5,500): Age is 80, which is likely the oldest among the choices.
- ($10,000, 60): This choice does not have an age that is particularly high, and it appears that the x-value might represent income rather than age.
- (57, $10,000): Age is 57, which again is not the oldest.
Based on this analysis, (80, $5,500) would likely be the approximate coordinates for the oldest person on the scatter plot.