bisecting

简明释义

英[baɪˈsɛktɪŋ]美[baɪˈsɛktɪŋ]

v. （术语）对半分，平分（bisect 的现在分词）

英英释义

单词用法

同义词

反义词

例句

1.Objective To investigate the differences of periapical films in bisecting angle technique and in distant paralleling technique on evaluation of tooth length.

目的探讨前磨牙区分角投照根尖片和平行投照根尖片在评价牙齿长度方面的差异。

2.I wanted to play sports and one day coach; I didn't need to study geometry. Now I love tennis because its all about geometry. Creating and bisecting angles has new meaning to a tennis coach.

我不需要学习几何。而现在我热学网球，因为它整个就是有关三角几何的东西。创造角度，二分角度对于一位网球教练来说有一些新的含义。

3.Conclusion Both periapical films in bisecting Angle technique and in distant paralleling technique can reflect the real teeth length precisely in premolar area.

结论前磨牙区的分角投照根尖片和平行投照根尖片均能精确反映牙齿的实际长度。

4.Firstly, on bisecting K-means is used to quantize image roughly and then we refine the image by improved spectral clustering based weighted distance.

首先利用高效的二分K均值聚类进行粗略量化，然后使用基于加权距离的谱聚类进行再次量化。

5.I wanted to play sports and one day coach; I didn't need to study geometry. Now I love tennis because its all about geometry. Creating and bisecting angles has new meaning to a tennis coach.

我不需要学习几何。而现在我热学网球，因为它整个就是有关三角几何的东西。创造角度，二分角度对于一位网球教练来说有一些新的含义。

6.Even at this stage the two functions were divided by a bisecting passage leading from the visible and representative outside facade to the networked block interior.

在开始的阶段，这两个功能是由一个二等分的通道从可见的、代表性的外立面引入内部空间。

7.The architect designed a park with pathways bisecting 将...一分为二 the green spaces to encourage walking.

建筑师设计了一个公园，路径将绿地一分为二以鼓励步行。

8.The river bisecting 将...一分为二 the city provides a natural boundary for neighborhoods.

这条将城市一分为二的河流为社区提供了一个自然边界。

9.A line bisecting 将...一分为二 the circle creates two equal halves.

一条将圆形一分为二的线能创建两个相等的半圆。

10.In mathematics, a line bisecting 平分 an angle creates two equal angles.

在数学中，一条平分角的线会产生两个相等的角。

11.The teacher explained how bisecting 平分 the segments can simplify the problem.

老师解释了如何平分线段可以简化问题。

作文

In geometry, the concept of dividing shapes and angles is fundamental. One term that often comes up in this context is bisecting, which refers to the action of dividing something into two equal parts. For example, when we talk about a line segment, bisecting it means creating two segments that are of equal length. This principle is not only essential in mathematics but also has practical applications in various fields, such as architecture, engineering, and even art. Understanding how to bisect shapes and angles can lead to more precise measurements and better designs.Consider a simple scenario where a carpenter needs to cut a piece of wood into two equal lengths. By bisecting the wood at its midpoint, the carpenter ensures that both pieces are exactly the same size, which is crucial for maintaining symmetry in construction projects. Similarly, in art, an artist may choose to bisect a canvas with a line to create a sense of balance in their composition. This technique can enhance the aesthetic appeal of the artwork and guide the viewer's eye across the piece.In mathematics, bisecting angles is a common practice. When an angle is bisected, it creates two smaller angles that are equal in measure. This is particularly useful in trigonometry and when constructing geometric figures. For instance, if an architect is designing a building, they might need to bisect certain angles to ensure that the structure is stable and visually pleasing. The ability to accurately bisect angles can significantly impact the overall design and functionality of a project.Moreover, the concept of bisecting extends beyond physical shapes and angles. In statistics, for example, the idea of bisecting data sets can help in understanding distributions and trends. When data is bisected, it allows researchers to analyze the lower and upper halves separately, leading to insights that might be obscured when looking at the data as a whole. This method can be particularly valuable when trying to identify outliers or anomalies within a dataset.Furthermore, bisecting can also be applied metaphorically in various contexts. For instance, in discussions about opinions or beliefs, one might refer to bisecting differing viewpoints to find common ground. By recognizing and understanding the two sides of an argument, individuals can engage in more productive conversations and reach compromises. This approach fosters empathy and collaboration, essential elements in both personal and professional relationships.In conclusion, the term bisecting encompasses a wide range of applications across different fields. Whether it is in geometry, carpentry, art, mathematics, statistics, or even in interpersonal communication, the ability to bisect effectively leads to greater precision, balance, and understanding. By mastering this concept, individuals can enhance their skills and improve their outcomes in various endeavors. Thus, the importance of bisecting cannot be underestimated, as it plays a crucial role in achieving equality and harmony in multiple aspects of life.

在几何学中，划分形状和角度的概念是基础。一个常常出现的术语是bisecting，它指的是将某物分成两个相等部分的动作。例如，当我们谈论一条线段时，bisecting它意味着创建两个长度相等的线段。这个原则不仅在数学中是必不可少的，而且在建筑、工程甚至艺术等多个领域都有实际应用。理解如何bisect形状和角度可以带来更精确的测量和更好的设计。考虑一个简单的场景，一个木匠需要将一块木头切割成两个相等的长度。通过在中点处bisecting木头，木匠确保两块木头的尺寸完全相同，这对于在建筑项目中保持对称性至关重要。同样，在艺术创作中，艺术家可能会选择用一条线bisect画布，以在他们的构图中创造一种平衡感。这种技术可以增强艺术作品的美感，并引导观众的目光穿越整个作品。在数学中，bisecting角度是一种常见的做法。当一个角被bisected时，它会产生两个大小相等的小角。这在三角学中以及构造几何图形时特别有用。例如，如果一个建筑师正在设计一座建筑，他们可能需要bisect某些角度，以确保结构稳定且视觉上令人愉悦。准确地bisect角度的能力可以显著影响项目的整体设计和功能。此外，bisecting的概念超越了物理形状和角度。在统计学中，例如，bisecting数据集的想法可以帮助理解分布和趋势。当数据被bisected时，它允许研究人员分别分析下半部分和上半部分，从而获得可能在整体数据中被掩盖的见解。这种方法在试图识别数据集中的异常值或异常情况时尤其有价值。此外，bisecting在各种上下文中也可以隐喻性地应用。例如，在关于意见或信仰的讨论中，人们可能会提到bisecting不同的观点，以寻找共同点。通过认识和理解争论的两个方面，个人可以进行更具建设性的对话并达成妥协。这种方法促进了同理心和合作，这是个人和职业关系中至关重要的元素。总之，bisecting这个术语涵盖了不同领域的广泛应用。无论是在几何学、木工、艺术、数学、统计学，还是在人际沟通中，有效地bisect的能力都能带来更大的精确性、平衡性和理解力。通过掌握这一概念，个人可以提升自己的技能，提高在各种努力中的成果。因此，bisecting的重要性不容小觑，因为它在实现生活多个方面的平等与和谐中发挥着至关重要的作用。