gon

简明释义

英[ɡɒn]美[ɡɑːn]

n. （Gon）（西）戈恩（人名）

英英释义

单词用法

同义词

反义词

例句

1.Qui-Gon: you should be very proud of your son.

奎刚：您应当为您的儿子感到自豪。

2.Depending gon the role you are going for this will affect your answer.

根据你申请的职位不同会影响你的答案。

3."How is the address broadcast?" Qui-Gon asked.

“演讲是怎么直播的？”魁刚问。

4."We must get arrested," Qui-Gon said.

“我们得先被逮捕，”魁刚说。

5.It is not a circle, but is close to a 12-gon with rounded corners.

它不是一个圆，却类似于一个圆角十二边形。

6.Clicking gon the country name takes the user to the relevant FAO country profile.

点击国名把用户带到有关的粮农组织国家概况网页。

7.Dooku tells Qui-Gon that he has one weakness: his compassion for all life.

杜库告诉魁刚他只有一个弱点，就是对所有生命的怜悯。

8."There is evidence both of prosperity and decline, " Qui-Gon said.

繁荣和衰败的迹象并存于工厂之内。

9."We wish to help," Qui-Gon said.

“我们愿意帮忙，”魁刚说。

10.The shape of the table is a hexagon, which has six sides and is often referred to as a gon（多边形）.

这张桌子的形状是一个六边形，它有六条边，通常被称为gon（多边形）。

11.In geometry class, we learned that a polygon is any shape with three or more sides, also known as a gon（多边形）.

在几何课上，我们了解到多边形是任何具有三条或更多边的形状，也称为gon（多边形）。

12.The architect designed a building with an octagonal roof, making it an octagon（八边形） or gon（多边形）.

建筑师设计了一座带有八角屋顶的建筑，使其成为一个octagon（八边形）或gon（多边形）。

13.During the art project, we created various gons（多边形） using colored paper.

在艺术项目中，我们使用彩色纸张制作了各种gons（多边形）。

14.A dodecagon has twelve sides, making it a complex gon（多边形） to draw.

十二边形有十二条边，使其成为一个复杂的gon（多边形）来绘制。

作文

In the world of geometry, the term gon refers to a shape or figure that is defined by its angles. The most common examples are polygons, which are two-dimensional shapes with straight sides. A triangle, for instance, is a three-sided gon, while a square is a four-sided gon. Each type of gon has its own unique properties and characteristics. Understanding these properties is essential for anyone studying mathematics or engaging in fields that require spatial reasoning. The prefix of the word gon comes from the Greek word 'gonia', which means angle. Therefore, when we talk about a polygon, we are essentially discussing a shape that has multiple angles. The simplest gon is the triangle, which has three angles adding up to 180 degrees. As we move up the scale, the angles of more complex gons increase, leading to interesting mathematical relationships. For example, a hexagon has six sides and six angles, and the sum of its interior angles is 720 degrees. The study of gons extends beyond simple geometry; it also plays a vital role in various applications, including architecture, engineering, and computer graphics. Architects often use gons to design buildings and structures that are not only functional but also aesthetically pleasing. The use of triangular gons can provide stability in construction, while circular shapes often represent elegance and fluidity. In computer graphics, gons are fundamental in creating models and animations. Designers use polygons to create complex shapes and characters in video games and films. The more gons used in a model, the smoother and more detailed the final product will appear. However, it's important to balance the number of gons with performance, as too many can slow down rendering times. Moreover, the concept of gon also appears in higher-level mathematics, such as topology and graph theory. In topology, for instance, the properties of gons can help mathematicians understand the nature of space and form. Graph theory, on the other hand, utilizes gons to analyze networks and relationships between different entities. In conclusion, the term gon is not just a simple descriptor of shapes; it encapsulates a wide range of mathematical principles and applications. Whether in the design of physical structures or the creation of digital environments, understanding gons and their properties is crucial. This knowledge allows us to appreciate the complexity and beauty of the world around us, revealing how geometry influences both our practical lives and abstract thinking. Therefore, embracing the concept of gon can lead to a deeper understanding of mathematics and its relevance in various fields of study. From basic geometry to advanced applications, the significance of gon cannot be overstated.

在几何学的世界中，术语gon指的是一个由角度定义的形状或图形。最常见的例子是多边形，它是具有直边的二维形状。例如，三角形是一个三边的gon，而正方形是一个四边的gon。每种类型的gon都有自己独特的属性和特征。理解这些属性对任何学习数学或从事需要空间推理的领域的人来说都是至关重要的。 这个词gon的前缀来自希腊词“gonia”，意思是角。因此，当我们谈论多边形时，我们实际上是在讨论一个具有多个角的形状。最简单的gon是三角形，它有三个角，总和为180度。随着我们向上移动，更多复杂的gon的角度增加，导致有趣的数学关系。例如，六边形有六条边和六个角，其内部角的总和为720度。 对gon的研究不仅限于简单的几何学；它在建筑、工程和计算机图形等各种应用中也起着至关重要的作用。建筑师通常使用gon来设计不仅功能性强而且美观的建筑和结构。三角形gon的使用可以提供建筑的稳定性，而圆形通常代表优雅和流畅。 在计算机图形中，gon是创建模型和动画的基础。设计师利用多边形在视频游戏和电影中创建复杂的形状和角色。模型中使用的gon越多，最终产品看起来就越平滑和细致。然而，重要的是要平衡gon的数量与性能，因为过多会减慢渲染时间。 此外，gon的概念也出现在更高层次的数学中，如拓扑学和图论。在拓扑学中，例如，gon的属性可以帮助数学家理解空间和形式的性质。而图论则利用gon分析不同实体之间的网络和关系。 总之，术语gon不仅仅是形状的简单描述；它包含了一系列广泛的数学原理和应用。无论是在物理结构的设计还是数字环境的创建中，理解gon及其属性都是至关重要的。这种知识使我们能够欣赏周围世界的复杂性和美丽，揭示了几何如何影响我们的实际生活和抽象思维。因此，拥抱gon的概念可以导致对数学及其在各个研究领域相关性的更深刻理解。从基础几何到高级应用，gon的重要性不容小觑。