plane geometry
1
平面几何, 平面几何学
the study of 2-dimensional figures and their properties on a flat surface
Plane geometry, often simply called geometry, focuses on the properties and relationships of two-dimensional shapes and figures that lie on a flat surface, such as points, lines, angles, polygons, and circles. It deals with concepts like perimeter, area, and the relationships between angles and sides in polygons and triangles. Plane geometry forms the basis for understanding and solving problems involving flat surfaces, such as those encountered in architecture, art, engineering, and everyday life.
- In plane geometry, students learn about the properties of triangles, circles, and quadrilaterals.
在平面几何中，学生学习三角形、圆形和四边形的性质。
- The architect applied principles of plane geometry to design the floor layout.
建筑师应用平面几何的原理来设计地板布局。
- Plane geometry is essential for understanding the angles and sides of polygons.
平面几何对于理解多边形的角度和边至关重要。
- The artist employed plane geometry in creating geometric patterns on the canvas.
艺术家在画布上创作几何图案时运用了平面几何。
- Plane geometry is foundational in solving problems related to parallel and perpendicular lines.
平面几何在解决与平行线和垂直线相关的问题中是基础。