angle

简明释义

英[ˈæŋɡ(ə)l]美[ˈæŋɡ(ə)l]

n. 角；倾斜，斜角；角度；视角，立场；<美>不可告人的动机；<美>诡计，狡猾的手段；角铁，角钢；<古>鱼钩

v. 斜移，斜置；向（特定人群）提供资讯，定位于；博取，谋取；垂钓，钓鱼；（使）朝向，（使）转向

复 数 a n g l e s

第 三 人 称 单 数 a n g l e s

现 在 分 词 a n g l i n g

过 去 式 a n g l e d

过 去 分 词 a n g l e d

英英释义

单词用法

同义词

反义词

例句

1.It was pointing outward at an angle of 45 degrees.

它以45度角指向外侧。

2.With digital you can choose the camera angle you want.

有了数字电视你就可以选择你所需要的摄像角度。

3.Depending on the angle it tilts at, the seasons can be more or less severe.

根据它（指地轴）倾斜角度的不同，季节的严酷程度也不同。

4.We have looked at our planet from every angle and found all of the wildest things left to find.

我们从各个角度观察了我们的星球，发现了所有最荒凉的东西。

5.They always find a new angle, a different part to be keen on especially this class. I think they are really keen on it.

他们总能找一个全新的角度，热衷于这个班级的一个不同的角度。我认为他们对它很有热情。

6.It could be at any angle.

它可以是任意角度。

7.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。

8.The boat is now leaning at a 30 degree angle.

这条船现在正以30度角倾斜着。

9.The architect designed the building with a unique angle that makes it stand out.

建筑师以独特的角度设计了这座建筑，使其脱颖而出。

10.In geometry class, we learned how to measure an angle using a protractor.

在几何课上，我们学习了如何用量角器测量角度。

11.To improve your writing, try changing the angle of your argument.

为了改善你的写作，尝试改变你的论点的角度。

12.She looked at the problem from a different angle and found a solution.

她从不同的角度看待问题，找到了一个解决方案。

13.The photographer adjusted the angle to get a better shot of the sunset.

摄影师调整了角度以拍摄更好的日落照片。

作文

In mathematics, an angle (角度) is formed by two rays that share a common endpoint, known as the vertex. Angles are fundamental in geometry and play a crucial role in various fields such as architecture, engineering, and physics. Understanding the different types of angles (角度) can help us comprehend how they are used in real-life applications. There are several types of angles (角度) based on their measurements. An acute angle (锐角) measures less than 90 degrees, while a right angle (直角) is exactly 90 degrees. An obtuse angle (钝角) is greater than 90 degrees but less than 180 degrees, and a straight angle (平角) measures exactly 180 degrees. Each type of angle (角度) has unique properties that are essential for solving geometric problems. In addition to their mathematical significance, angles (角度) also have practical applications in everyday life. For instance, when designing a building, architects must carefully consider the angles (角度) of walls and roofs to ensure structural integrity and aesthetic appeal. Similarly, engineers use angles (角度) to calculate forces and tensions in bridges and other structures. The concept of angles (角度) extends beyond the realm of mathematics and engineering. In photography, the angle (角度) at which a photo is taken can significantly impact the composition and overall feel of the image. A low angle (低角度) shot can make a subject appear more powerful, while a high angle (高角度) shot can create a sense of vulnerability. Understanding these different angles (角度) allows photographers to convey emotions and narratives effectively through their work. Moreover, in sports, athletes often use their understanding of angles (角度) to improve their performance. For example, a basketball player must consider the angle (角度) of their shot to increase the likelihood of scoring. Similarly, a soccer player needs to be aware of the angles (角度) when passing the ball to teammates or aiming for the goal. Mastering these angles (角度) can be the difference between winning and losing a game. In conclusion, the term angle (角度) encompasses much more than just a mathematical concept. It is a versatile term that finds relevance in various disciplines, from architecture to photography and sports. By understanding the different types of angles (角度) and their applications, we can enhance our problem-solving skills and creativity in multiple areas of life. Whether we are constructing a building, capturing a moment in time, or competing in a sport, the importance of angles (角度) cannot be overstated.

在数学中，angle（角度）是由两条共享一个公共端点的射线形成的，这个端点称为顶点。角度在几何中是基本的，并在建筑、工程和物理等多个领域发挥着重要作用。理解不同类型的angles（角度）可以帮助我们理解它们在现实生活中的应用。根据测量，angles（角度）有几种类型。锐角（acute angle）的测量小于90度，而直角（right angle）恰好是90度。钝角（obtuse angle）大于90度但小于180度，平角（straight angle）的测量恰好是180度。每种类型的angle（角度）都有独特的属性，这对于解决几何问题至关重要。除了数学意义外，angles（角度）在日常生活中也有实际应用。例如，在设计建筑时，建筑师必须仔细考虑墙壁和屋顶的angles（角度），以确保结构的完整性和美观。同样，工程师使用angles（角度）来计算桥梁和其他结构中的力和张力。Angles（角度）的概念超越了数学和工程的领域。在摄影中，拍摄照片的angle（角度）会显著影响图像的构图和整体感觉。低angle（低角度）镜头可以使主体看起来更强大，而高angle（高角度）镜头则可以创造出脆弱感。理解这些不同的angles（角度）使摄影师能够通过作品有效地传达情感和叙述。此外，在体育运动中，运动员通常利用他们对angles（角度）的理解来提高表现。例如，篮球运动员必须考虑他们投篮的angle（角度），以增加得分的可能性。同样，足球运动员需要意识到在传球给队友或瞄准球门时的angles（角度）。掌握这些angles（角度）可以成为赢得比赛与否的关键。总之，术语angle（角度）不仅仅是一个数学概念。它是一个多功能的术语，在从建筑到摄影和体育等多个学科中都有相关性。通过理解不同类型的angles（角度）及其应用，我们可以增强在多个生活领域中的解决问题的能力和创造力。无论我们是在建造建筑、捕捉瞬间还是参与体育比赛，angles（角度）的重要性都不容小觑。