arithmetical

简明释义

英[ˌærɪθˈmetɪkl]美[ˌærɪθˈmetɪkl]

adj. 算术的；算术上的

英英释义

单词用法

同义词

反义词

例句

1.But the Chinese were always strong in arithmetical techniques and calculations.

但中国人在算术技能和计算方面实力很强。

2.The idea and arithmetical method may be generalized to deal with a variety of problems for the uncertain reasoning decision-making.

其思想和算法可推广应用到其它各种不确定性推理决策问题中去。

3.And so, by a simple arithmetical process, you'll easily discover.

所以，以简单的数学来计算，能轻易地发现。

4.Arithmetical symbols are written diagrams and geometrical figures are graphical formulas.

算术符号是书写出来的图形，而几何图形是绘画出来的公式。

5.And then, mate of two father generation chromosomes were selected by arithmetical crossover to generate sub-generation.

并以算术杂交算子选择两个父代配对，均匀变异产生子代。

6.It is useful to have checks against arithmetical errors.

为防止算术计算中的错误，加以验算是有益的。

7.Aim To study two new arithmetical functions.

目的研究两个新的数论函数的性质。

8.On the other hand, women are slightly better at arithmetical calculations.

另一方面，女性在算术运算上稍好于男性。

9.The result of non-linear least square method is compared with that of the genetic arithmetical method in the concrete examples.

通过具体算例，将非线性最小二乘法和遗传算法的结果，分别进行了比较。

10.The teacher explained the arithmetical 算术的 principles behind solving equations.

老师解释了求解方程的算术的原理。

11.She has a strong grasp of arithmetical 算术的 concepts, which helps her in advanced math.

她对算术的概念有很强的掌握，这帮助她在高等数学中表现出色。

12.In this arithmetical 算术的 exercise, we will add and subtract fractions.

在这个算术的练习中，我们将进行分数的加法和减法。

13.He used arithmetical 算术的 methods to calculate his monthly expenses.

他使用算术的方法来计算他的每月开支。

14.The arithmetical 算术的 operations include addition, subtraction, multiplication, and division.

算术的运算包括加法、减法、乘法和除法。

作文

Mathematics is often regarded as the foundation of many disciplines, and one of its essential branches is arithmetic. The study of numbers and their operations forms the basis of what we refer to as arithmetical (算术的) concepts. From a young age, we are introduced to basic operations such as addition, subtraction, multiplication, and division, which are all part of arithmetical (算术的) principles. These operations not only serve as the building blocks for more complex mathematical theories but also play a crucial role in our daily lives.In the classroom, students are taught arithmetical (算术的) skills through various methods, including worksheets, interactive games, and real-life applications. For instance, when learning how to add or subtract, children often use physical objects like blocks or counters to visualize the process. This hands-on approach helps them grasp arithmetical (算术的) operations more effectively. As they progress, they begin to tackle more advanced topics, such as fractions and decimals, which still rely heavily on arithmetical (算术的) understanding.Moreover, the importance of arithmetical (算术的) skills extends beyond the classroom. In everyday situations, we constantly engage in arithmetical (算术的) calculations, whether it is budgeting our expenses, cooking with precise measurements, or even planning a trip. For example, when shopping, we often calculate discounts or compare prices to determine the best deal. These practical applications highlight the relevance of arithmetical (算术的) knowledge in our lives.As technology advances, the way we approach arithmetical (算术的) problems has also evolved. With the advent of calculators and computers, many people rely on digital tools to perform arithmetical (算术的) operations. While these devices can enhance efficiency, it is essential not to overlook the fundamental understanding of arithmetical (算术的) concepts. A strong grasp of basic arithmetical (算术的) skills allows individuals to verify the accuracy of results produced by technology and fosters critical thinking.Furthermore, the role of arithmetical (算术的) skills is significant in various professions. Engineers, scientists, and economists, among others, utilize arithmetical (算术的) principles to analyze data, create models, and make informed decisions. In finance, for instance, professionals must understand arithmetical (算术的) calculations to evaluate investments and assess risks. Thus, a solid foundation in arithmetical (算术的) skills is vital for success in many career paths.In conclusion, arithmetical (算术的) knowledge is an integral part of our education and daily lives. From basic operations to complex problem-solving, the ability to perform arithmetical (算术的) calculations is essential for both personal and professional development. As we continue to advance technologically, it remains crucial to maintain a strong understanding of arithmetical (算术的) concepts to navigate the world effectively. Therefore, fostering a positive attitude towards mathematics and encouraging the development of arithmetical (算术的) skills from an early age will undoubtedly benefit individuals and society as a whole.

数学常常被视为许多学科的基础，而它的一个重要分支就是算术。数字及其运算的研究构成了我们所称的arithmetical（算术的）概念的基础。从小，我们就开始接触基本运算，如加法、减法、乘法和除法，这些都是arithmetical（算术的）原理的一部分。这些运算不仅是更复杂的数学理论的基石，而且在我们的日常生活中也扮演着至关重要的角色。在课堂上，学生通过各种方法学习arithmetical（算术的）技能，包括工作表、互动游戏和实际应用。例如，在学习如何加法或减法时，孩子们通常使用物理对象如积木或计数器来可视化这个过程。这种动手的方法帮助他们更有效地掌握arithmetical（算术的）运算。随着他们的进步，他们开始处理更高级的主题，如分数和小数，这些仍然在很大程度上依赖于对arithmetical（算术的）理解。此外，arithmetical（算术的）技能的重要性超越了课堂。在日常情况下，我们不断进行arithmetical（算术的）计算，无论是预算开支、使用精确测量烹饪，还是规划旅行。例如，在购物时，我们经常计算折扣或比较价格以确定最优惠的交易。这些实际应用突显了arithmetical（算术的）知识在我们生活中的相关性。随着科技的进步，我们处理arithmetical（算术的）问题的方式也在不断演变。随着计算器和计算机的出现，许多人依赖数字工具来执行arithmetical（算术的）运算。虽然这些设备可以提高效率，但不应忽视对arithmetical（算术的）概念的基本理解。扎实的基础知识使个人能够核实技术产生的结果的准确性，并培养批判性思维。此外，arithmetical（算术的）技能在各个职业中的作用也很重要。工程师、科学家和经济学家等专业人士利用arithmetical（算术的）原理分析数据、创建模型和做出明智的决策。例如，在金融领域，专业人士必须理解arithmetical（算术的）计算，以评估投资和评估风险。因此，扎实的arithmetical（算术的）技能基础对于许多职业道路的成功至关重要。总之，arithmetical（算术的）知识是我们教育和日常生活的重要组成部分。从基本运算到复杂问题解决，进行arithmetical（算术的）计算的能力对个人和职业发展至关重要。随着我们继续在技术上取得进步，保持对arithmetical（算术的）概念的强烈理解仍然是有效导航世界的关键。因此，从小培养对数学的积极态度并鼓励发展arithmetical（算术的）技能无疑将使个人和社会整体受益。