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What all straight lines on the surface of a sphere do NYT Crossword Clue Puzzle Answer from November 01, 2024

What all straight lines on the surface of a sphere do NYT Crossword Answers with 4 Letters found in today's NYT crossword puzzle. The answer to the clue is MEET.

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Updated Nov 01, 2024

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What all straight lines on the surface of a sphere do NYT Crossword Clue Puzzle Answer from November 01, 2024

What all straight lines on the surface of a sphere do NYT Crossword Clue Answer

Let’s find the answers to What all straight lines on the surface of a sphere do NYT for the November 01, 2024 edition of NYT crossword puzzle. Answer Contains 4 letters. Start with M and end with T, and the possible solutions are MELT, MILT, MEET.

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Here is the right answer to the crossword clue What all straight lines on the surface of a sphere do NYT featured in the NYT puzzle. The correct answer to this clue is MEET.

The crossword clue "What all straight lines on the surface of a sphere do" points to the answer MEET. In geometry, a sphere is defined as a perfectly round three-dimensional shape where every point on its surface is equidistant from its center. When considering straight lines (or great circles) drawn on the surface of a sphere, they will eventually intersect at points on that sphere. This is in contrast to lines drawn on a flat surface, which can run parallel without ever intersecting.

For example, if you imagine the lines of longitude on a globe, they all converge at the North and South Poles. This property of lines on a sphere illustrates the fundamental difference between two-dimensional and three-dimensional geometries, where spatial relationships and intersections behave uniquely. Therefore, the correct interpretation of this clue reflects the inherent nature of spherical geometry, emphasizing how straight lines on a sphere consistently converge or "meet" at various points across its surface.

This clue last seen in NYT Crossword Puzzle on November 01, 2024. You can also get all other NYT hints and answers here.

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