Final answer:
The orbital path of the earth is an example of a curved line represented by geodesic curves in non-Euclidean spaces.
Explanation:
The orbital path of the earth is an example of a curved line in geometry. In general relativity, curved spaces like the surface of a sphere do not have straight lines but instead have geodesic curves, such as great circles on a sphere. These curves demonstrate the concept of curved geometry and the presence of geodesics in non-Euclidean spaces.
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