angles

简明释义

英[ˈæŋɡlz]美[ˈæŋɡlz]

n. [数]角度（angle 的复数）

英英释义

Angles are the figure formed by two rays, called the sides of the angle, sharing a common endpoint, known as the vertex.

角是由两条光线（称为角的边）共享一个共同的端点（称为顶点）所形成的图形。

In geometry, angles are measured in degrees or radians and can be classified as acute, right, obtuse, or straight based on their measure.

在几何学中，角度以度或弧度为单位进行测量，并根据其大小可以分为锐角、直角、钝角或平角。

The term 'angles' can also refer to various perspectives or viewpoints in discussions or analyses.

‘角度’一词也可以指在讨论或分析中的各种视角或观点。

单词用法

angle of view

视角

visual angle

n. 视界，视角

同义词

perspectives

视角

We need to consider multiple perspectives on this issue.

我们需要考虑这个问题的多个视角。

viewpoints

观点

Different viewpoints can lead to more comprehensive solutions.

不同的观点可以导致更全面的解决方案。

aspects

方面

Let's examine all aspects of the situation before making a decision.

在做决定之前，让我们先检查情况的所有方面。

positions

立场

His position on the matter is quite different from mine.

他在这个问题上的立场与我大相径庭。

approaches

方法

We should adopt various approaches to tackle the problem effectively.

我们应该采取多种方法来有效解决这个问题。

反义词

straight

直的

The line is straight and does not have any angles.

这条线是直的，没有任何角度。

flat

平的

The surface is flat, making it easy to place items on it.

这个表面是平的，方便放置物品。

例句

1.Its component parts can be seen from different angles.

它的组成部分可以从不同的角度观察到。

2.Try different angles, different lenses.

尝试着用不同的视角，不同的镜头。

3.Cutting the cone at various angles gives you various shapes of ellipse. Until the angle of your cut exceeds the angle of the side of the cone.

从侧面不同角度切割圆锥，你便会得到不同的椭圆，直到你的切割角度超过圆锥体侧边的角度。

4.The medium favors hard 90-degree angles, but that shouldn't stop us from including diagonals, zig-zags, and squiggly lines in our designs.

媒体偏爱实线90度角，但那不应当阻止我们在设计中加入斜线、锯齿线和波浪线。

5.From some angles, the picture is even worse.

从某些角度来讲，情况甚至更糟糕。

6.The two lines meet at right angles.

两线垂直相交。

7.To solve the math problem, we need to calculate the angles (角度) of the triangle.

要解决这个数学问题，我们需要计算三角形的角度。

8.The architect designed the building with unique angles (角度) to maximize natural light.

建筑师设计了这座建筑，采用独特的角度来最大化自然光。

9.The artist used various angles (角度) to create depth in her painting.

这位艺术家使用了各种角度来为她的画作创造深度。

10.When playing basketball, it's important to consider the angles (角度) when taking a shot.

打篮球时，投篮时考虑角度是很重要的。

11.In photography, different angles (角度) can dramatically change the composition of a shot.

在摄影中，不同的角度可以显著改变照片的构图。

作文

In the world of mathematics and geometry, the concept of angles (角度) plays a crucial role in understanding shapes, spaces, and their relationships. An angle (角度) is formed when two rays share a common endpoint, known as the vertex. The measurement of an angle (角度) can vary widely, leading to different classifications such as acute, right, obtuse, and straight angles (角度). Each type has its unique properties that are essential for various applications in real life.For instance, in architecture, the design of buildings often incorporates specific angles (角度) to ensure stability and aesthetic appeal. Architects must consider how angles (角度) interact with light and shadow, which can dramatically affect the appearance of a structure throughout the day. A well-designed building often features a combination of different angles (角度) to create a visually pleasing effect while also serving functional purposes.In sports, understanding angles (角度) can significantly enhance performance. Take basketball, for example; players learn to shoot from various angles (角度) to increase their chances of scoring. The angle at which a player shoots the ball can determine whether it will go into the hoop or miss entirely. Coaches often emphasize the importance of shooting form and the optimal angles (角度) to maximize success during games.Moreover, in physics, angles (角度) play a vital role in analyzing forces and motion. The study of vectors involves understanding how different angles (角度) between forces can affect the overall outcome of a situation. For example, when analyzing the trajectory of a projectile, the launch angle (角度) can determine how far and high it will travel. This principle is fundamental in fields ranging from engineering to sports science.In photography, angles (角度) also hold significant importance. Photographers often experiment with different angles (角度) to capture the best shot. The choice of angle (角度) can drastically change the composition of a photograph, highlighting certain elements while downplaying others. A low angle (角度) can make a subject appear more powerful, while a high angle (角度) can create a sense of vulnerability.In conclusion, the significance of angles (角度) extends far beyond the realm of mathematics. They are integral to various fields, including architecture, sports, physics, and photography. Understanding how to manipulate and utilize angles (角度) can lead to improved designs, enhanced performances, and more compelling visual narratives. As we continue to explore the world around us, recognizing the importance of angles (角度) will undoubtedly enrich our experiences and understanding of both the physical and abstract realms.

在数学和几何的世界中，角度（angles）的概念在理解形状、空间及其关系方面发挥着至关重要的作用。角度（angles）是当两条射线共享一个共同的端点时形成的，这个端点被称为顶点。角度（angles）的测量可以有很大的变化，从而导致不同的分类，如锐角、直角、钝角和直线角度（angles）。每种类型都有其独特的属性，对于现实生活中的各种应用至关重要。例如，在建筑学中，建筑设计通常会结合特定的角度（angles）以确保稳定性和美观。建筑师必须考虑角度（angles）如何与光线和阴影相互作用，这可以显著影响建筑物在一天中的外观。一座设计良好的建筑通常具有多种不同的角度（angles），以创造视觉上的愉悦效果，同时也服务于功能目的。在体育运动中，理解角度（angles）可以显著提高表现。以篮球为例；球员学习从不同的角度（angles）投篮，以增加得分的机会。球员投篮的角度（angles）可以决定球是否会进篮或完全错失。教练通常强调投篮形式和最佳角度（angles）的重要性，以最大化比赛中的成功。此外，在物理学中，角度（angles）在分析力和运动中也发挥着重要作用。向量的研究涉及理解不同的角度（angles）之间的力如何影响整体结果。例如，在分析抛射物的轨迹时，发射角度（angles）可以决定它将飞多远和多高。这个原理在工程学到运动科学等领域都是基础。在摄影中，角度（angles）也具有重要意义。摄影师经常尝试不同的角度（angles）来捕捉最佳镜头。选择的角度（angles）可以彻底改变照片的构图，突出某些元素，同时弱化其他元素。低角度（angles）可以使主体看起来更强大，而高角度（angles）则可以营造出脆弱感。总之，角度（angles）的重要性远远超出了数学的范围。它们是建筑学、体育、物理和摄影等多个领域不可或缺的一部分。理解如何操控和利用角度（angles）可以带来更好的设计、增强的表现和更引人入胜的视觉叙事。随着我们继续探索周围的世界，认识到角度（angles）的重要性无疑将丰富我们的体验和对物理和抽象领域的理解。