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Public roads are not always in straight lines because the local geography must be factored in. For example, the curvature of the earth, stability of the ground, the presence of hills/elevations, the presence of underground elements (e.g. tunnels), local vegetation and ecosystems must all be considered.

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Q: If the shortest distance between two points is a straight line then why do public roads have so many curves?
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How do you define a straight line without saying anything about curves or bends or angles?

It is the shortest distance between two points.


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Actual distance traveled refers to the total distance covered between two points, taking into account any curves, turns, or detours in the route. Straight line distance, on the other hand, is the shortest distance between two points, ignoring any obstacles or changes in direction that may affect the path taken.


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What is a line in math?

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Can your displacement ever be greater than your distance traveled?

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