Starting from a point A you fly one mile south, then one mile east, then one mile north which brings you back to point A. Which of the following MUST be true?
This question describes a specific path on the surface of the Earth where you start at a point A, travel one mile South, then one mile East, and finally one mile North, ending up exactly back at your starting point A. Let's analyze what kind of location allows for this unusual journey.
Consider the geometry near the Earth's poles. At the North Pole, every direction you move is South. Lines of longitude converge at the poles. Moving East or West causes you to travel along a line of latitude, which forms a circle around the pole.
Let's trace the journey starting from the North pole:
So, if your starting point A was the North Pole, moving one mile South takes you to a point one mile away. Moving one mile East traces a path along a circle one mile away from the pole. Moving one mile North from there takes you directly back to the pole. This path matches the description given in the question.
Let's consider the other options:
Therefore, starting exactly at the North Pole is the only location that guarantees this sequence of movements (South, East, North by equal distances) brings you precisely back to your origin point A.
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