numeral
简明释义
n. 数字,数量符号;数词
adj. 数的,数字的
英英释义
单词用法
罗马数字 | |
基数词 | |
序数词 | |
数字系统 | |
阿拉伯数字 | |
数字表示 | |
数字值 | |
数字分类 |
同义词
数字 | 数字 '5' 是一个数字。 | ||
数字/图形 | 在数学中,一个图形可以表示一个数字。 | ||
数字 | 班级中的学生人数正在增加。 | ||
整数 | An integer is a whole number, which can be positive or negative. | 整数是一个完整的数字,可以是正数或负数。 |
反义词
字母 | 字母表由字母组成。 | ||
符号 | 数学符号用于表示运算。 |
例句
1.Then they gave the memory another image of a numeral more degraded than the first samples to see if it could "recall" what the digit was.
然后,他们拿一个比第一批样本画质更低的数字图像给内存,看它是否能“回忆”起这个数字是什么。
2.Finally, a numeral case is proposed to prove the validity and feasibility of the model.
最后通过算例分析验证了模型的有效性与可行性。
3.Map this number to the Roman numeral system.
将这个数字映射到罗马数字系统。
4.At the same time, it has numeral show circuit to show the wanted and the current temperature.
同时,本系统的数码显示电路,可用来显示温度的设定值和当前值。
5.The other side features the famous ancient Greek marble statue of a discus-thrower, Discobolus, portraits of athletes and the Arabic numeral "2008".
另一侧是著名的古希腊大理石掷铁饼者雕像、运动员肖像和阿拉伯数字“2008”。
6.Each 9 represents an optional numeral, and each 0 represents a required one.
每个9都表示一个可选数字,每个0都表示必需数字。
7.In mathematics, a numeral 数字 represents a number.
在数学中,numeral 数字表示一个数字。
8.The numeral 数字 '5' is often used in counting.
数字 '5' 通常用于计数。
9.Roman numerals 罗马数字 are still used in some contexts today.
罗马数字在某些场合仍然被使用。
10.He wrote the numeral 数字 '10' on the board.
他在黑板上写下了数字 '10'。
11.In programming, you can represent a numeral 数字 as an integer or a float.
在编程中,你可以将 numeral 数字 表示为整数或浮点数。
作文
In the realm of mathematics and language, the concept of a numeral (数字) plays a crucial role. A numeral is a symbol or group of symbols used to represent a number. Understanding numerals is fundamental not only in mathematical calculations but also in everyday life. For instance, when we see a price tag, the numbers that indicate the price are numerals. They inform us about the cost of an item, allowing us to make informed decisions about our purchases. There are various types of numerals used around the world. The most commonly used system is the Arabic numeral system, which includes the digits 0 through 9. This system is prevalent in many countries due to its simplicity and efficiency. In contrast, Roman numerals (罗马数字) are another form of numeral that has historical significance. Although they are not used for everyday calculations anymore, they can still be seen in certain contexts, such as on clock faces or in the titles of movies and books. The understanding of numerals extends beyond just recognizing them; it encompasses the ability to manipulate and interpret them. For example, when we encounter the numeral '5', we must understand that it represents a quantity that can be added, subtracted, multiplied, or divided. This ability to work with numerals is essential in academic settings, particularly in subjects like mathematics and science. Moreover, numerals also play a significant role in the digital age. With the rise of technology, we often interact with numerals in various forms, from coding to data analysis. For instance, in programming, numerals are used extensively to perform calculations and store information. Thus, a solid grasp of numerals is vital for anyone looking to thrive in a technologically driven society. In addition to their practical applications, numerals can also have cultural significance. Different cultures may have unique ways of expressing numbers. For example, some cultures have specific numerals that carry symbolic meanings or are associated with particular traditions. Understanding these cultural nuances can enhance our appreciation of mathematics and its role in various societies. In conclusion, numerals (数字) are more than just symbols; they are integral to our understanding of the world around us. From facilitating daily transactions to enabling complex scientific research, numerals serve as the foundation upon which much of our knowledge is built. As we continue to navigate through life, let us not underestimate the importance of mastering numerals and their various applications. Whether we are counting the days until a special event or solving intricate mathematical problems, numerals will always be by our side, guiding us through the numerical landscape of existence.
在数学和语言的领域中,概念“numeral” (数字) 扮演着至关重要的角色。Numeral 是一个符号或符号组,用于表示一个数字。理解numeral不仅在数学计算中是基础的,而且在日常生活中也至关重要。例如,当我们看到价格标签时,指示价格的数字就是numeral。它们使我们了解物品的成本,从而帮助我们做出明智的购物决定。 世界上有各种类型的numerals。最常用的系统是阿拉伯数字系统,包括数字0到9。由于其简单性和高效性,这一系统在许多国家普遍使用。相比之下,罗马数字(罗马数字)是另一种具有历史意义的numeral。虽然如今它们不再用于日常计算,但在某些情况下,例如在钟表的表盘上或电影和书籍的标题中,它们仍然可以看到。 对numerals的理解不仅仅是识别它们;它还包括操控和解释它们的能力。例如,当我们遇到numeral '5' 时,我们必须理解它代表的数量,可以进行加法、减法、乘法或除法。这种处理numerals的能力在学术环境中至关重要,特别是在数学和科学等学科中。 此外,在数字时代,numerals 也发挥着重要作用。随着科技的崛起,我们经常以各种形式与numerals互动,从编码到数据分析。例如,在编程中,numerals被广泛用于执行计算和存储信息。因此,扎实掌握numerals 对任何希望在技术驱动的社会中取得成功的人来说都是至关重要的。 除了实用应用外,numerals 也可能具有文化意义。不同的文化可能以独特的方式表达数字。例如,一些文化有特定的numerals,它们带有象征意义或与特定传统相关。理解这些文化细微差别可以增强我们对数学及其在各个社会中作用的欣赏。 总之,numerals (数字) 不仅仅是符号;它们是我们理解周围世界的基础。从促进日常交易到使复杂的科学研究成为可能,numerals 是我们知识构建的基础。随着我们继续在人生中航行,让我们不要低估掌握numerals及其各种应用的重要性。无论我们是在计算特殊事件的日子,还是在解决复杂的数学问题,numerals 将始终伴随我们,引导我们穿越存在的数字世界。
文章标题:numeral的意思是什么
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