All the roads of a city are either perpendicular or parallel to one another. The roads are all straight. Roads A, B, C, D and E are parallel to one another. Roads F, G, H, I, J, K, L and M are parallel to one another.
Road A is 1 km East of road B.
Road B is 1/2 km West of road C.
Road D is 1 km West of road E.
Road G is 1/2 km South of road L.
Road I is 1 km North of road J.
Road K is 1/2 km North of road L.
Road K is 1 km South of road M.
Which of the following possibilities are true?
The problem describes two independent sets of parallel roads, and within each set, there are unlinked subgroups.
B --- (0.5 km) --- C --- (0.5 km) --- AD --- (1 km) --- EM --(1 km)-- K --(0.5 km)-- L --(0.5 km)-- GI --- (1 km) --- J
Final Answer: The only statement that is necessarily true is D.
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