To determine the location where Paul dropped the groceries, we need to identify the coordinates of both the grocery store and Paul's home. However, the problem only provides a set of potential locations without stating the locations of the grocery store and home.
Assuming the grocery store and home are on a graph where the x-coordinate represents a position along a horizontal axis (like distance along a street), and without exact coordinates for the grocery store and home, we can only analyze the options:
- (-6, -3/2)
- (-12, 3/2)
- (0, 3/2)
- (0, -3/2)
For the point where Paul would drop the groceries, if we interpret "halfway" as half the distance between two known coordinates, we would typically take the average of the grocery store and home coordinates.
Without specific coordinates for the grocery store and home, we can't definitively solve this. If you have those specific coordinates, please provide them, and I can help determine the halfway point.
If you seek a qualitative analysis of whether any provided points might make sense given some common place configurations, that could be done with hypothetical coordinates for the grocery store and home. Please let me know how you would like to proceed!