nought

简明释义

英[nɔːt]美[nɔːt]

n. 零；（用于某些短语）无，乌有

pron. 无，没有什么（等于 naught）

复 数 n o u g h t s

英英释义

单词用法

同义词

反义词

例句

1.Such as that which is complete comes, that the limited shall come to nought.

等那完全的来到，这有限的必归于无有了。

2.Aleph, alpha: nought, nought, one.

阿列夫，阿尔法，零，零，一。

3.And this is given a special symbol a nought.

而我们给它一个符号A上面加个。

4.And remember, a nought, that's just the Bohr radius, that's all we need to worry about.

记住a 0就是波尔半径，我们要记住这点。

5.One minus one leaves nought [zero].

一减一等于零。

6.The man answered sharply, "Nought else, good sir—I tell thee 'twas but a jest."

那人厉声回答说：“没有别的事，好先生。我告诉你，这不过是个玩笑。”

7.In the game, if you score zero points, it counts as nought.

在比赛中，如果你得分为零，那就算作零。

8.The equation simplifies to nought when you subtract the same number from both sides.

当你从两边减去相同的数字时，方程简化为零。

9.She invested a lot of time but ended up with nought to show for it.

她投入了很多时间，但最终却一无所获，得到的只是零。

10.The team was left with nought after their last match.

在最后一场比赛后，球队的得分为零。

11.He realized that his efforts amounted to nought in the end.

他意识到自己的努力最终毫无结果，得到了零。

作文

In mathematics, the term nought refers to the number zero, which is often considered a symbol of nothingness or emptiness. This concept might seem simple, yet it holds profound implications across various fields, from mathematics to philosophy. For instance, in arithmetic, nought plays a crucial role as the additive identity; adding nought to any number does not change its value. This property emphasizes the significance of nought in maintaining balance and stability within numerical systems. Moreover, when we delve into the realm of algebra, nought becomes even more essential. It serves as a fundamental reference point for understanding equations and functions. When an equation equals nought, it indicates that the two sides are balanced, providing critical insights into the relationships between variables. This balance is not merely a mathematical abstraction but a reflection of equilibrium that can be observed in nature and society. Philosophically, nought has been a topic of contemplation for centuries. The idea of nothingness challenges our perception of existence and reality. Thinkers like René Descartes have pondered the implications of nought in relation to being and consciousness. Descartes famously stated, "I think, therefore I am," implying that the recognition of one’s own thoughts is a form of existence. In contrast, nought represents the absence of thought, a void that raises questions about what it means to exist. In literature, the symbolism of nought often appears in narratives exploring themes of loss and emptiness. Characters may confront their own nought moments, where they feel devoid of purpose or direction. These instances serve as turning points, prompting personal growth and self-discovery. The journey from nought to fulfillment can resonate deeply with readers, illustrating the human capacity to transform adversity into strength. Furthermore, in the context of technology and computing, nought assumes a practical role. Binary code, the foundation of digital systems, utilizes nought (0) and one (1) to represent data. The presence of nought in this system illustrates how absence can carry meaning, as it signifies off states or inactive conditions. This duality of nought—being both a representation of nothing and a crucial component of functionality—highlights its versatility and importance in modern society. In conclusion, the term nought encapsulates a multitude of meanings that extend far beyond its numerical value. It bridges the gap between mathematics, philosophy, literature, and technology, showcasing how something that represents nothing can hold immense significance. Understanding nought allows us to appreciate the complexities of existence, the balance of equations, and the transformative power of embracing emptiness as a precursor to new beginnings. As we navigate through life, recognizing the role of nought can inspire us to find meaning in our own journeys, transforming moments of void into opportunities for growth and discovery.

在数学中，术语nought指的是数字零，它通常被视为空无或空虚的象征。这个概念看似简单，但在各个领域中却具有深远的意义，从数学到哲学。例如，在算术中，nought作为加法恒等元素发挥着至关重要的作用；将nought加到任何数字上都不会改变其值。这个特性强调了nought在维护数值系统的平衡和稳定性方面的重要性。 此外，当我们深入代数领域时，nought变得更加重要。它作为理解方程和函数的基本参考点。当一个方程等于nought时，这表明两侧是平衡的，为变量之间的关系提供了关键的见解。这种平衡不仅仅是数学抽象，而是自然和社会中可以观察到的均衡的反映。 在哲学上，nought几个世纪以来一直是思考的主题。虚无的概念挑战了我们对存在和现实的看法。像勒内·笛卡尔这样的思想家曾思考过nought与存在和意识之间的关系。笛卡尔曾说过：“我思故我在”，这意味着意识到自己的思想是一种存在形式。相比之下，nought代表了思想的缺失，一个引发关于存在意义的问题的空白。 在文学中，nought的象征主义常常出现在探讨失落和空虚主题的叙述中。角色可能会面对自己的nought时刻，在这些时刻，他们感到缺乏目标或方向。这些时刻成为转折点，促使个人成长和自我发现。从nought到成就的旅程可以深深打动读者，展示人类将逆境转化为力量的能力。 此外，在技术和计算的背景下，nought承担着实际的角色。二进制代码，数字系统的基础，利用nought（0）和一（1）来表示数据。在这个系统中，nought的存在说明了缺失如何承载意义，因为它表示关闭状态或非活动状态。这种nought的双重性——既是无的表现，又是功能性的关键组成部分——突显了它在现代社会中的多样性和重要性。 总之，术语nought包含了超越其数字价值的多重含义。它连接了数学、哲学、文学和技术，展示了代表虚无的事物如何具有巨大的重要性。理解nought使我们能够欣赏存在的复杂性、方程的平衡，以及接受空虚作为新开始前奏的转化力量。当我们在人生中航行时，认识到nought的角色可以激励我们在自己的旅程中找到意义，将空白时刻转化为成长和发现的机会。