intersect with acute angles

简明释义

锐角交叉

英英释义

例句

1.In geometry class, we learned that two lines can intersect with acute angles 以锐角相交 to form interesting shapes.

在几何课上，我们了解到两条线可以以锐角相交 intersect with acute angles，形成有趣的形状。

2.When constructing the roof, the beams will intersect with acute angles 以锐角相交 to provide better stability.

在建造屋顶时，梁会以锐角相交 intersect with acute angles，以提供更好的稳定性。

3.The design of the park features pathways that intersect with acute angles 以锐角相交, creating a dynamic flow for visitors.

公园的设计特色是小径以锐角相交 intersect with acute angles，为游客创造了动态的流动感。

4.In the new traffic layout, roads intersect with acute angles 以锐角相交 to improve traffic flow.

在新的交通布局中，道路以锐角相交 intersect with acute angles，以改善交通流量。

5.The artist used geometric patterns where the lines intersect with acute angles 以锐角相交 to create a sense of movement.

艺术家使用几何图案，其中线条以锐角相交 intersect with acute angles，以创造出运动感。

作文

In mathematics, the concept of angles is fundamental to understanding various geometric shapes and their properties. Among the different types of angles, acute angles hold a special significance. An acute angle is defined as an angle that measures less than 90 degrees. When two lines or planes meet, they can form angles, and when they do so at less than 90 degrees, we say that they intersect with acute angles (以锐角相交). This phenomenon can be observed in various real-world applications, from architecture to engineering.Consider the design of a modern building. Architects often utilize sharp angles to create visually striking facades. When the walls of a building meet the roof at an angle less than 90 degrees, they intersect with acute angles (以锐角相交), giving the structure a dynamic appearance. This design choice not only enhances the aesthetic appeal but also plays a crucial role in the building's structural integrity. The acute angles can help in distributing weight more effectively, allowing for larger open spaces without compromising stability.In addition to architecture, acute angles are prevalent in various fields of science and technology. For instance, in physics, the trajectory of a projectile can change based on the angle at which it is launched. When analyzing the motion of objects, scientists often consider how paths intersect with acute angles (以锐角相交) to determine the optimal launch angles for maximum distance or height. This principle is evident in sports such as basketball, where players must calculate the best angle to shoot the ball into the hoop.Moreover, the concept of acute angles is not limited to physical structures or scientific phenomena. It also extends to art and design. Artists frequently manipulate angles to create depth and perspective in their work. By arranging elements to intersect with acute angles (以锐角相交), they can lead the viewer’s eye through the composition, creating a sense of movement and engagement. This technique can be seen in various art movements, including Cubism and Futurism, where sharp angles and intersecting lines convey dynamism and energy.Mathematically, when studying polygons, the nature of their angles becomes crucial in determining their classification. Triangles, for example, can be categorized based on their angles. A triangle with all angles measuring less than 90 degrees is known as an acute triangle. The sides of such triangles also intersect with acute angles (以锐角相交), showcasing the unique properties of these shapes. Understanding these classifications helps mathematicians and engineers alike to apply the appropriate formulas and principles in their work.In conclusion, the phrase intersect with acute angles (以锐角相交) encapsulates a vital aspect of geometry that finds relevance across multiple disciplines. Whether in the context of architecture, physics, art, or mathematics, acute angles play a significant role in shaping our understanding of the world around us. By recognizing the importance of these angles, we can better appreciate the intricate designs and calculations that define our environments. As we continue to explore the intersections of lines and angles, we uncover the beauty and complexity of the structures and systems that surround us.

在数学中，角的概念对于理解各种几何形状及其性质至关重要。在不同类型的角中，锐角具有特殊意义。锐角被定义为测量小于90度的角。当两条直线或平面相交时，它们可以形成角度，当它们以小于90度的角度相交时，我们称之为“以锐角相交”。这种现象可以在从建筑到工程的各种现实应用中观察到。考虑现代建筑的设计。建筑师经常利用尖锐的角度来创造视觉上引人注目的外立面。当建筑的墙壁与屋顶在小于90度的角度相交时，它们“以锐角相交”，赋予结构一种动态的外观。这种设计选择不仅增强了美学吸引力，而且在建筑的结构完整性中也起着至关重要的作用。锐角可以帮助更有效地分配重量，使得在不妨碍稳定性的情况下拥有更大的开放空间。除了建筑，锐角在科学和技术的各个领域也很普遍。例如，在物理学中，投射物的轨迹可以根据其发射角度的不同而变化。在分析物体运动时，科学家们常常考虑路径如何“以锐角相交”以确定最大距离或高度的最佳发射角度。这一原理在篮球等运动中显而易见，球员必须计算出最佳角度将球投进篮筐。此外，锐角的概念并不仅限于物理结构或科学现象。它还扩展到艺术和设计。艺术家经常操纵角度，以在作品中创造深度和透视。通过将元素安排为“以锐角相交”，他们可以引导观众的视线穿过构图，创造出一种运动感和参与感。这种技巧可以在各种艺术运动中看到，包括立体主义和未来主义，其中尖锐的角度和相交的线条传达出动态和能量。在数学上，研究多边形时，其角的性质在确定其分类时变得至关重要。例如，三角形可以根据其角度进行分类。一个所有角度均小于90度的三角形被称为锐角三角形。这些三角形的边也“以锐角相交”，展示了这些形状的独特属性。理解这些分类有助于数学家和工程师在工作中应用适当的公式和原则。总之，短语“以锐角相交”概括了几何学的一个重要方面，该方面在多个学科中都具有相关性。无论是在建筑、物理、艺术还是数学的背景下，锐角在塑造我们对周围世界的理解中都发挥着重要作用。通过认识到这些角的重要性，我们可以更好地欣赏定义我们环境的复杂设计和计算。随着我们继续探索线条和角度的交集，我们揭示了围绕我们的结构和系统的美丽与复杂性。