In the context of modern mathematics, what does 'non-Euclidean geometry' refer to?
Practice Questions
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In the context of modern mathematics, what does 'non-Euclidean geometry' refer to?
Geometry based on Euclid's postulates.
Geometry that rejects the parallel postulate.
Geometry that only applies to flat surfaces.
Geometry that is limited to three dimensions.
Non-Euclidean geometry refers to geometrical systems that do not adhere to Euclid's parallel postulate, leading to different properties and structures.
Questions & Step-by-step Solutions
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Q
Q: In the context of modern mathematics, what does 'non-Euclidean geometry' refer to?
Solution: Non-Euclidean geometry refers to geometrical systems that do not adhere to Euclid's parallel postulate, leading to different properties and structures.
