numeration

简明释义

英[ˌnjuːməˈreɪʃən]美[ˌnjuːməˈreɪʃn]

n. 计算；数字的读法；[数] 命数法；编号

英英释义

单词用法

同义词

反义词

例句

1.Its main contents include: numeration, conception of fraction, calculating utensils, arithmetic and geometry.

其内容涉及记数法、进位制、分数概念、计算工具、算术和几何等内容。

2.We first extend the concept of ordinary number system, and study the complex number numeration. Then we give an example of fractal by the complex number numeration.

此文把通常进位制的概念扩张成复数进位，且由复数进位给出了一类纯粹由数学定义引出的分形。

3.Evidence of early stages of arithmetic and numeration can be readily found.

我们很容易找到早期算法和计算的证据。

4.In a numeration system, the number that is raised to the power denoted by the exponent and then multiplied the mantissa to determine the number represented.

在固定基数记数制中，一种通过对给定数进行运算而得到的数。

5.Pertaining to a fixed radix numeration system having a radix of two.

用来修饰或说明以2为基数的一种固定基数记数系统。

6.The numeration of perfect matchings is also one of main focus of matching theory.

在匹配理论中，完美匹配的计数也是匹配理论的一个重要的研究方向。

7.The teacher explained the concept of numeration 数字计数 to the students using visual aids.

老师通过视觉辅助工具向学生解释了numeration 数字计数的概念。

8.In computer science, numeration 数字计数 systems are essential for understanding binary code.

在计算机科学中，numeration 数字计数系统对于理解二进制代码至关重要。

9.The librarian used a specific numeration 数字计数 method to organize the books on the shelves.

图书管理员使用特定的numeration 数字计数方法来整理书架上的书籍。

10.Mathematics often involves various forms of numeration 数字计数, such as decimal and hexadecimal.

数学通常涉及各种形式的numeration 数字计数，例如十进制和十六进制。

11.The numeration 数字计数 of the data was crucial for the statistical analysis.

数据的numeration 数字计数对于统计分析至关重要。

作文

Numeration is a fundamental concept in mathematics that refers to the process of counting or assigning numbers to objects. In our daily lives, we encounter various forms of numeration (计数) that help us organize and quantify information. From tallying scores in a game to keeping track of expenses, numeration (计数) plays an essential role in how we interact with the world around us. In the realm of education, understanding numeration (计数) is crucial for students as they develop their mathematical skills. Children often begin their journey into mathematics by learning to count from one to ten. This early exposure to numeration (计数) lays the groundwork for more complex mathematical concepts such as addition, subtraction, and even fractions. Teachers employ various methods to teach numeration (计数), including the use of physical objects like blocks or counters, which provide a tangible way for children to grasp the idea of quantity. As students progress through their education, numeration (计数) evolves into more sophisticated systems. For instance, the introduction of place value allows students to understand how numbers are structured. The distinction between units, tens, hundreds, and so forth is a vital aspect of numeration (计数) that enables them to perform calculations efficiently. Without a solid understanding of numeration (计数), students may struggle with more advanced topics in mathematics, which can hinder their academic growth. In addition to its significance in education, numeration (计数) is also prevalent in various fields such as science, economics, and technology. For example, scientists rely on numeration (计数) to conduct experiments and analyze data. They must accurately count and measure variables to draw meaningful conclusions. Similarly, economists use numeration (计数) to assess market trends, calculate inflation rates, and evaluate financial performance. In the age of technology, data analytics has become increasingly important, and a strong foundation in numeration (计数) is essential for interpreting complex datasets. The digital age has transformed the way we approach numeration (计数). With the advent of computers and software, we now have access to powerful tools that can perform calculations at incredible speeds. However, this reliance on technology does not diminish the importance of understanding numeration (计数) at a fundamental level. It is still imperative for individuals to comprehend how numbers work and the principles behind them, as this knowledge empowers them to make informed decisions based on data. In conclusion, numeration (计数) is not just about counting; it is a vital skill that permeates every aspect of our lives. From early childhood education to professional fields, the ability to understand and apply numeration (计数) is essential for success. As we continue to advance in a world driven by data and technology, fostering a strong understanding of numeration (计数) will remain crucial for individuals and society as a whole. Therefore, it is imperative that we prioritize teaching and reinforcing this foundational concept in mathematics to ensure a well-rounded education for future generations.

计数是数学中的一个基本概念，指的是对物体进行计数或分配数字的过程。在我们的日常生活中，我们会遇到各种形式的numeration（计数），这些形式帮助我们组织和量化信息。从游戏中的得分统计到开支记录，numeration（计数）在我们与周围世界互动的过程中发挥着重要作用。 在教育领域，理解numeration（计数）对学生发展数学技能至关重要。儿童通常通过学习从一数到十开始他们的数学之旅。这种早期接触numeration（计数）为更复杂的数学概念奠定了基础，例如加法、减法甚至分数。教师采用各种方法教授numeration（计数），包括使用物理对象，如积木或计数器，这为儿童提供了一种具体的方式来理解数量的概念。 随着学生在教育中的进步，numeration（计数）演变为更复杂的系统。例如，位值的引入使学生能够理解数字的结构。单位、十位、百位等之间的区别是numeration（计数）的一个重要方面，使他们能够高效地进行计算。如果没有对numeration（计数）的扎实理解，学生可能会在更高级的数学主题上遇到困难，这可能会阻碍他们的学术成长。 除了在教育中的重要性，numeration（计数）在科学、经济和技术等各个领域也很普遍。例如，科学家依赖于numeration（计数）来进行实验和分析数据。他们必须准确地计数和测量变量，以得出有意义的结论。同样，经济学家利用numeration（计数）来评估市场趋势、计算通货膨胀率和评估财务表现。在科技时代，数据分析变得越来越重要，而对numeration（计数）的扎实基础对于解释复杂数据集至关重要。 数字时代改变了我们处理numeration（计数）的方法。随着计算机和软件的出现，我们现在可以使用强大的工具以惊人的速度进行计算。然而，这种对技术的依赖并没有减少在基本层面上理解numeration（计数）的重要性。个人仍然必须理解数字的工作原理及其背后的原则，因为这种知识使他们能够根据数据做出明智的决策。 总之，numeration（计数）不仅仅是计数；它是一项渗透到我们生活每个方面的重要技能。从幼儿教育到专业领域，理解和应用numeration（计数）的能力对成功至关重要。随着我们在一个以数据和技术驱动的世界中不断前进，培养对numeration（计数）的深刻理解将继续对个人和整个社会至关重要。因此，我们必须优先考虑教学和强化这一数学基础概念，以确保未来几代人获得全面的教育。