isogons

[美]/ˈaɪsəʊɡənz/
[英]/ˈaɪsoʊɡənz/

释义

n.等角多角形;同风向线;等(磁)偏线;等偏角线

短语搭配

isogons are present

存在等边形

isogons in geometry

几何中的等边形

isogons define angles

等边形定义角度

isogons create symmetry

等边形创造对称

isogons and polygons

等边形与多边形

isogons form shapes

等边形形成形状

isogons enhance design

等边形增强设计

isogons indicate vertices

等边形指示顶点

isogons represent figures

等边形代表图形

isogons in art

艺术中的等边形

例句

isogons are important in the study of geometry.

等角线在几何学研究中很重要。

in a polygon, isogons can help determine symmetry.

在多边形中,等角线可以帮助确定对称性。

the concept of isogons is often introduced in advanced mathematics.

等角线的概念通常在高级数学中介绍。

isogons can be found in various types of polygons.

等角线可以在各种类型的多边形中找到。

understanding isogons is crucial for solving complex geometric problems.

理解等角线对于解决复杂的几何问题至关重要。

isogons provide a way to analyze angles in a figure.

等角线提供了一种分析图形中角度的方法。

many students struggle with the concept of isogons in geometry.

许多学生在几何学中对等角线的概念感到困惑。

in architecture, isogons can influence design symmetry.

在建筑设计中,等角线可以影响设计的对称性。

isogons are often used in computer graphics for rendering shapes.

等角线常用于计算机图形学中渲染形状。

exploring isogons can enhance your understanding of spatial relationships.

探索等角线可以增强你对空间关系的理解。

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