bisect

简明释义

英[baɪˈsekt]美[baɪˈsekt]

vt. 平分；二等分

vi. 横贯；一分为二

第 三 人 称 单 数 b i s e c t s

现 在 分 词 b i s e c t i n g

过 去 式 b i s e c t e d

过 去 分 词 b i s e c t e d

英英释义

单词用法

同义词

反义词

例句

1.Use your compass to bisect an Angle.

用圆规把一个角二等分。

2.People can bisect the embryo at different stage by different bisection method.

采用不同的分割方法可对不同时期的胚胎进行分割。

3.It is furnished with altogether 11 bisect four-color and five-color printing machines, including sets of brand-new Heidelberg, original-binding Japanese Komori and Mitsubishi printing machines.

拥有多台全新海德堡，原装日本小森，日本三菱对开四色，五色印刷机。共11台。

4.It is furnished with altogether 11 bisect five-color and six-color printing machines, including sets of brand-new Heidelberg, original-binding Japanese Komori and Mitsubishi printing machines.

拥有多台全新海德堡六开机，四开机，对开机，原装日本小森全开机，日本三菱对开六色，印刷机共11台。

5.This article analyzes the problem about making segments crossing any point of a triangle to bisect the area of the triangle.

本文分析了过三角形中任意一点作线段平分三角形面积问题。

6.The new road will bisect the town.

新马路将把城市分成两部分。

7.In geometry we bisect a circle, or 'cut' it in 'two.

'在我们对分几何一个圆圈，或'削减'在'两个。

8.It is furnished with altogether 11 bisect four-color and five-color printing machines, including sets of brand-new Heidelberg, original-binding Japanese Komori and Mitsubishi printing machines.

拥有多台全新海德堡，原装日本小森，日本三菱对开四色，五色印刷机。共11台。

9.We ' ll bisect his trail in sixty seconds. Look for the red paint!

六十秒钟之后我们就会找到他的行踪，注意找红油漆记号！

10.To find the midpoint, you can bisect the segment.

要找到中点，你可以平分这条线段。

11.The river bisects the city into two distinct parts.

这条河流将城市分成两个不同的部分。

12.The artist decided to bisect the canvas to create a symmetrical design.

艺术家决定平分画布，以创造一个对称的设计。

13.The teacher asked us to bisect the angle using a compass.

老师让我们用量角器平分这个角。

14.In geometry, we often need to bisect lines for various constructions.

在几何中，我们经常需要平分线段以进行各种构造。

作文

In mathematics, the concept of dividing a geometric figure into two equal parts is essential for understanding various properties and relationships. One term that embodies this idea is bisect, which means to divide something into two equal halves. This term is often used in geometry, where lines, angles, and shapes can be bisected to explore their characteristics more thoroughly. For example, when we bisect an angle, we create two angles that are congruent, or equal in measure. This property is crucial in many geometric constructions and proofs.The act of bisecting can also be observed in everyday life. Consider a pizza, for instance. When you cut a pizza into two equal halves, you are bisecting it. Each half has the same amount of pizza, which makes sharing easier and fairer. Similarly, when you bisect a line segment, you find its midpoint, which is a fundamental concept in both geometry and algebra. The midpoint serves as a reference point for various calculations and constructions.In addition to its mathematical applications, the term bisect can be extended metaphorically to other fields. In literature, for example, authors often bisect narratives by introducing parallel storylines that run simultaneously but diverge at critical points. This technique allows readers to see contrasting perspectives and understand characters' motivations more deeply. By bisecting the story, the author creates a richer narrative tapestry that engages the audience.In science, particularly in biology, the concept of bisecting is also prevalent. When studying cellular division, scientists observe how cells bisect during mitosis, resulting in two identical daughter cells. Understanding this process is vital for comprehending growth, development, and reproduction in living organisms. The ability to bisect complex processes into simpler components allows scientists to analyze and experiment more effectively.Furthermore, in the realm of art, the idea of bisecting can be seen in the use of symmetry. Artists often create works that are symmetrical, meaning they can be bisected along a central axis, producing mirror images on either side. This principle of symmetry not only enhances the aesthetic appeal of a piece but also conveys balance and harmony.In conclusion, the term bisect carries significant weight across various disciplines, from mathematics to literature, science, and art. It represents the act of dividing something into two equal parts, allowing for deeper understanding and exploration of concepts. Whether in a geometric context, a narrative structure, a biological process, or artistic design, the ability to bisect plays a crucial role in enhancing our comprehension and appreciation of the world around us. By recognizing and applying this concept, we can engage with complex ideas more effectively and creatively.

在数学中，将几何图形分成两个相等部分的概念对于理解各种属性和关系至关重要。一个体现这一思想的术语是bisect，意思是将某物分成两个相等的部分。这个术语常用于几何学中，在那里，线、角和形状可以被bisect以更深入地探索它们的特性。例如，当我们bisect一个角时，我们创建了两个全等的角，或在测量上相等的角。这一属性在许多几何构造和证明中至关重要。Bisect的行为也可以在日常生活中观察到。例如，考虑一下比萨饼。当你把比萨饼切成两个相等的部分时，你就是在bisect它。每一半都有相同的比萨，这使得分享变得更容易和公平。同样，当你bisect一条线段时，你找到了它的中点，这在几何和代数中都是一个基本概念。中点作为各种计算和构造的参考点。除了其数学应用外，术语bisect还可以延伸到其他领域。在文学中，例如，作者常常通过引入同时进行但在关键点上分歧的平行故事线来bisect叙述。这种技巧使读者能够看到对比的视角，更深入地理解角色的动机。通过bisect故事，作者创造了一个更丰富的叙事织锦，吸引观众。在科学中，尤其是生物学中，bisect的概念也很普遍。当研究细胞分裂时，科学家观察到细胞在有丝分裂过程中如何bisect，从而产生两个相同的子细胞。理解这一过程对于理解生物体的生长、发育和繁殖至关重要。能够将复杂过程bisect为更简单的组成部分，使科学家能够更有效地分析和实验。此外，在艺术领域，bisect的想法可以在对称性的使用中看到。艺术家们常常创作出对称的作品，这意味着它们可以沿着中心轴线bisect，在两侧产生镜像。这种对称原则不仅增强了作品的美学吸引力，也传达了平衡与和谐。总之，术语bisect在各个学科中都具有重要意义，从数学到文学、科学和艺术。它代表了将某物分成两个相等部分的行为，使我们能够更深入地理解和探索概念。无论是在几何上下文、叙事结构、生物过程还是艺术设计中，能够bisect都在增强我们对周围世界的理解和欣赏中发挥着至关重要的作用。通过识别和应用这一概念，我们可以更有效和创造性地参与复杂的思想。