external division; exterior division

简明释义

外分

英英释义

例句

1.The external division of the organization specializes in market research.

该组织的外部部门专门从事市场研究。

2.The company decided to create an external division to handle international clients more effectively.

公司决定创建一个外部部门以更有效地处理国际客户。

3.To improve efficiency, the firm established an exterior division for logistics management.

为了提高效率，公司设立了一个外部部门来管理物流。

4.The external division plays a crucial role in expanding our brand's reach.

该外部部门在扩大我们品牌影响力方面发挥了关键作用。

5.In our project, we will implement an exterior division to focus on community outreach.

在我们的项目中，我们将实施一个外部部门来专注于社区外联。

作文

In the realm of mathematics, particularly in algebra, the concept of division plays a crucial role in understanding how numbers interact with one another. Among the various types of division, we often encounter terms like external division and exterior division. These terms may sound similar, but they each have unique implications and applications that are important for students and enthusiasts of mathematics to comprehend.To begin with, external division refers to the process of dividing a quantity into parts that are not contained within the original set. This type of division is particularly useful when dealing with fractions or ratios that require an understanding of how a whole can be partitioned into distinct segments. For example, if we have a cake that needs to be divided among several people, external division allows us to distribute the cake fairly by calculating how much each person receives based on the total size of the cake. This method emphasizes the importance of external relationships between the parts and the whole, making it easier to visualize and understand the distribution process.On the other hand, exterior division usually refers to a geometric interpretation of division, where points or shapes are divided externally rather than internally. This can be seen in various geometric constructions, such as when dividing a line segment into two parts that extend outward from the original segment. The concept of exterior division is particularly relevant in fields such as architecture and design, where understanding the spatial relationships between different components is essential. For instance, when designing a building, an architect might use exterior division to ensure that the proportions of the structure are aesthetically pleasing and functionally effective.Both external division and exterior division provide valuable frameworks for analyzing problems in mathematics and beyond. However, it is crucial for learners to recognize the context in which each term is used. In many cases, confusion arises from not fully grasping the specific meaning behind these terms. Therefore, educators should emphasize the differences between them through practical examples and exercises that require students to apply each type of division in real-world scenarios.Furthermore, understanding external division and exterior division can enhance critical thinking skills. By engaging with these concepts, students learn to approach problems from multiple angles, fostering creativity and innovation. They become adept at recognizing patterns, making connections, and devising strategies that can be applied across various disciplines.In conclusion, the terms external division and exterior division may seem straightforward at first glance, but they encompass rich and diverse meanings that are integral to mathematical understanding. By exploring these concepts through practical applications and real-life examples, students can develop a deeper appreciation for the intricacies of division and its relevance in both theoretical and applied contexts. Ultimately, mastering these ideas will not only bolster mathematical proficiency but also empower learners to tackle complex challenges with confidence and clarity.

在数学领域，特别是在代数中，除法的概念在理解数字之间的相互作用中起着至关重要的作用。在各种除法类型中，我们常常会遇到像外部除法和外部划分这样的术语。这些术语听起来相似，但它们各自具有独特的含义和应用，对于数学学生和爱好者来说，理解这些术语是非常重要的。首先，外部除法指的是将一个数量划分为不包含在原始集合中的部分的过程。这种类型的除法在处理需要理解整体如何分割成不同部分的分数或比率时特别有用。例如，如果我们有一个蛋糕需要分给几个人，外部除法可以通过计算每个人根据蛋糕的总大小获得多少来公平地分配蛋糕。这种方法强调了部分与整体之间的外部关系，使得可视化和理解分配过程变得更加容易。另一方面，外部划分通常指的是一种几何除法的解释，其中点或形状在外部而不是内部进行划分。这可以在各种几何构造中看到，例如当将一条线段划分为向外延伸的两部分时。外部划分的概念在建筑和设计等领域尤其相关，在这些领域中，理解不同组件之间的空间关系至关重要。例如，在设计建筑时，建筑师可能会使用外部划分来确保结构的比例在美学上令人愉悦且功能上有效。外部除法和外部划分为分析数学及其他领域的问题提供了有价值的框架。然而，学习者必须认识到每个术语使用的上下文。在许多情况下，混淆源于没有充分理解这些术语背后的具体含义。因此，教育者应通过实际示例和练习强调它们之间的差异，要求学生在现实场景中应用每种类型的除法。此外，理解外部除法和外部划分可以增强批判性思维能力。通过参与这些概念，学生学习从多个角度接近问题，培养创造力和创新能力。他们变得擅长识别模式、建立联系，并制定可以跨不同学科应用的策略。总之，术语外部除法和外部划分乍一看似乎简单，但它们包含丰富而多样的意义，这些意义对数学理解至关重要。通过通过实际应用和现实生活示例探索这些概念，学生可以更深入地欣赏除法的复杂性及其在理论和应用背景中的相关性。最终，掌握这些思想不仅将增强数学能力，还将使学习者能够自信而清晰地应对复杂挑战。