acute angle

简明释义

锐角

英英释义

例句

1.To create a sharp design, the architect incorporated several acute angles (锐角) in the building's layout.

为了创造一个尖锐的设计，建筑师在建筑的布局中融入了几个acute angles（锐角）。

2.The protractor showed that the angle was less than 90 degrees, confirming it was an acute angle (锐角).

量角器显示这个角度小于90度，确认这是一个acute angle（锐角）。

3.In geometry class, we learned that a triangle can have one acute angle (锐角) but not more than one.

在几何课上，我们了解到一个三角形可以有一个acute angle（锐角），但不能有超过一个。

4.During the art class, we learned how to draw shapes with acute angles (锐角) for a more dynamic composition.

在美术课上，我们学习如何绘制带有acute angles（锐角）的形状，以获得更具动感的构图。

5.When measuring the corners of a room, we found that two of them formed an acute angle (锐角).

在测量房间的角落时，我们发现其中两个形成了一个acute angle（锐角）。

作文

In the world of geometry, angles play a crucial role in understanding shapes and their properties. One of the most fundamental types of angles is the acute angle, which is defined as an angle that measures less than 90 degrees. This simple yet significant concept has various applications in mathematics, engineering, architecture, and even art. Understanding acute angles can help us appreciate the beauty and complexity of the structures around us.To better grasp the importance of acute angles, let's consider their presence in everyday life. For instance, when we look at a triangular shape, we often find that it contains at least one acute angle. Triangles with all three angles measuring less than 90 degrees are known as acute triangles. These triangles are not only aesthetically pleasing but also serve practical purposes in construction and design, where stability and strength are paramount.Moreover, acute angles are essential in various fields such as engineering and physics. Engineers often use acute angles in designing bridges and buildings to ensure that they can withstand forces and loads. The ability to create structures with acute angles allows for more efficient use of materials and can lead to innovative designs that maximize space while maintaining structural integrity.In addition to their practical applications, acute angles also appear in artistic compositions. Artists often use acute angles to create dynamic and engaging visuals. By incorporating acute angles into their work, they can guide the viewer's eye and create a sense of movement and energy. For example, in modern abstract art, artists may intentionally use acute angles to evoke feelings of tension or excitement.Furthermore, understanding acute angles enhances our overall mathematical skills. In mathematics, we often encounter problems involving the calculation of angles, and recognizing acute angles helps students develop critical thinking and problem-solving abilities. By practicing how to identify and work with acute angles, students build a solid foundation for more advanced topics in geometry and trigonometry.In conclusion, the significance of acute angles extends far beyond the classroom. They are fundamental to various disciplines, including architecture, engineering, art, and mathematics. By understanding and mastering the concept of acute angles, we can appreciate the intricate relationships between different elements in our environment. Whether in the design of a building, the composition of a painting, or the solution to a mathematical problem, acute angles are everywhere, reminding us of the beauty of geometry in our daily lives.

在几何学的世界中，角度在理解形状及其特性方面起着至关重要的作用。最基本的角度类型之一是锐角，它被定义为测量小于90度的角。这一简单而重要的概念在数学、工程、建筑甚至艺术中都有各种应用。理解锐角可以帮助我们欣赏周围结构的美丽和复杂性。为了更好地掌握锐角的重要性，让我们考虑它在日常生活中的存在。例如，当我们观察一个三角形时，我们经常会发现它至少包含一个锐角。所有三个角度都小于90度的三角形被称为锐三角形。这些三角形不仅在美学上令人愉悦，而且在建筑和设计中也具有实用目的，在这些领域，稳定性和强度至关重要。此外，锐角在工程和物理等多个领域中至关重要。工程师在设计桥梁和建筑物时常常使用锐角，以确保它们能够承受力量和负荷。创造带有锐角的结构的能力可以更有效地利用材料，并可能导致最大化空间同时保持结构完整性的创新设计。除了它们的实用应用外，锐角在艺术作品中也会出现。艺术家经常使用锐角来创造动态和引人入胜的视觉效果。通过将锐角融入他们的作品中，他们可以引导观众的视线，并创造出运动和能量的感觉。例如，在现代抽象艺术中，艺术家可能故意使用锐角来引发紧张或兴奋的感觉。此外，理解锐角能够增强我们整体的数学技能。在数学中，我们经常遇到涉及角度计算的问题，而识别锐角有助于学生培养批判性思维和解决问题的能力。通过练习如何识别和处理锐角，学生为更高级的几何和三角学主题建立了坚实的基础。总之，锐角的重要性远不止于课堂。它们是建筑、工程、艺术和数学等多个学科的基础。通过理解和掌握锐角的概念，我们可以欣赏我们环境中不同元素之间的复杂关系。无论是在建筑设计、绘画构图还是数学问题的解决中，锐角无处不在，提醒我们几何在日常生活中的美丽。