Lingaku- Euclidean geometry
Generated definitions (experimental)
- Euclidean geometry
This term refers to the branch of mathematics that deals with the properties and relations of points, lines, surfaces, and solids in a two-dimensional or three-dimensional space based on the axioms and postulates laid down by the ancient Greek mathematician Euclid.
In school, we learned the basic theorems of Euclidean geometry.
Studying Euclidean geometry helps improve logical thinking skills.
Generated collocations (experimental)
Ōu shì jǐ hé欧式几何Euclidean geometryŌu shì jǐ hé欧式几何dìng lǐ定理Euclidean geometry theorempíng miàn平面Ōu shì jǐ hé欧式几何plane Euclidean geometryŌu shì jǐ hé欧式几何gōng lǐ公理Euclidean geometry axiomŌu shì jǐ hé欧式几何xìng zhì性质properties of Euclidean geometryjī chǔ基础Ōu shì jǐ hé欧式几何basic Euclidean geometryŌu shì jǐ hé欧式几何mó xíng模型Euclidean geometry modelFēi非Ōu shì欧式jǐ hé几何duì bǐ对比comparison with non-Euclidean geometryŌu shì jǐ hé欧式几何zhèng míng证明proof in Euclidean geometrygāo wéi高维Ōu shì jǐ hé欧式几何high-dimensional Euclidean geometryŌu shì jǐ hé欧式几何jì suàn计算calculations in Euclidean geometryshí yòng实用Ōu shì jǐ hé欧式几何practical Euclidean geometryŌu shì jǐ hé欧式几何yìng yòng应用applications of Euclidean geometry