adjacent side

简明释义

邻边

英英释义

例句

1.In trigonometry, the length of the adjacent side (邻边) helps determine the tangent of an angle.

在三角学中，邻边的长度有助于确定一个角的正切值。

2.The adjacent side (邻边) of the triangle is the one that forms the angle with the hypotenuse.

三角形的邻边是与斜边形成角的那一边。

3.In a right triangle, the length of the adjacent side (邻边) is crucial for calculating the cosine of an angle.

在直角三角形中，邻边的长度对于计算一个角的余弦值至关重要。

4.To find the area of a rectangle, you multiply the length of the adjacent side (邻边) by the width.

要计算矩形的面积，你需要将邻边的长度与宽度相乘。

5.When constructing a building, ensure that the adjacent side (邻边) is properly aligned with the foundation.

在建造建筑时，确保邻边与基础正确对齐。

作文

In the world of geometry, understanding the relationships between different shapes is crucial. One important concept that often comes up is the idea of an adjacent side (相邻边). An adjacent side refers to a side of a polygon that is directly next to another side. For example, in a triangle, each side is adjacent to the two other sides. This relationship is not just a matter of terminology; it plays a significant role in various geometric calculations and proofs.When we consider a right triangle, the two sides that form the right angle are known as the adjacent sides (相邻边) to that angle. Understanding which sides are adjacent helps us apply trigonometric ratios effectively. For instance, when calculating the sine, cosine, or tangent of an angle, knowing the lengths of the adjacent sides (相邻边) in relation to the hypotenuse is essential. The sine of an angle is defined as the ratio of the opposite side to the hypotenuse, while the cosine is the ratio of the adjacent side (相邻边) to the hypotenuse. Moreover, in everyday life, the concept of adjacent sides (相邻边) can be observed in architecture and design. When constructing a building, architects must consider how walls (which are essentially adjacent sides (相邻边) of different rooms) interact with one another. The angles formed by these walls can affect the overall structural integrity of the building. If the adjacent sides (相邻边) are not properly aligned or if they do not meet at the correct angles, it can lead to issues such as uneven floors or unstable structures.Additionally, the concept of adjacent sides (相邻边) is also present in computer graphics. When creating 3D models or animations, understanding how different surfaces relate to one another is key. The adjacent sides (相邻边) of polygons must be carefully managed to ensure that the model appears smooth and realistic. Any misalignment can result in visual artifacts that detract from the overall quality of the animation.In conclusion, the term adjacent side (相邻边) may seem simple, but its implications are profound across various fields. From geometry to architecture and computer graphics, recognizing and understanding adjacent sides (相邻边) is essential for effective problem-solving and design. As students and professionals alike encounter these concepts, they should appreciate the interconnectedness of shapes and the significance of their relationships. By mastering terms like adjacent side (相邻边), individuals can enhance their understanding of geometry and its applications in real-world scenarios.

在几何学的世界中，理解不同形状之间的关系至关重要。一个经常出现的重要概念是“adjacent side”（相邻边）的概念。“adjacent side”指的是多边形直接相邻的边。例如，在三角形中，每一条边都与另外两条边相邻。这种关系不仅仅是术语问题；它在各种几何计算和证明中起着重要作用。当我们考虑一个直角三角形时，形成直角的两条边被称为该角的“adjacent sides”（相邻边）。了解哪些边是相邻的有助于我们有效地应用三角比率。例如，在计算一个角的正弦、余弦或正切时，知道“adjacent side”（相邻边）与斜边的长度关系是至关重要的。一个角的正弦定义为对边与斜边的比率，而余弦则是“adjacent side”（相邻边）与斜边的比率。此外，在日常生活中，“adjacent sides”（相邻边）的概念可以在建筑和设计中观察到。当建造一栋建筑时，建筑师必须考虑墙壁（本质上是不同房间的“adjacent sides”（相邻边））如何相互作用。墙壁形成的角度会影响建筑的整体结构完整性。如果“adjacent sides”（相邻边）没有正确对齐，或者它们未以正确的角度相交，则可能导致不平坦的地板或不稳定的结构。此外，“adjacent sides”（相邻边）的概念在计算机图形学中也存在。当创建3D模型或动画时，理解不同表面之间的关系是关键。必须仔细管理多边形的“adjacent sides”（相邻边），以确保模型看起来平滑且逼真。任何不对齐都可能导致视觉伪影，从而降低动画的整体质量。总之，术语“adjacent side”（相邻边）可能看似简单，但其影响在各个领域都是深远的。从几何学到建筑和计算机图形学，识别和理解“adjacent sides”（相邻边）对于有效的问题解决和设计至关重要。当学生和专业人员接触到这些概念时，他们应当欣赏形状之间的相互联系及其关系的重要性。通过掌握像“adjacent side”（相邻边）这样的术语，个人可以增强对几何学及其在现实世界中的应用的理解。