proportionable

简明释义

英[/prəˈpɔrʃənəbl/]美[/prəˈpɔrʃənəbl/]

adj. 成比例的；相称的；均衡的

英英释义

单词用法

同义词

反义词

例句

1.His contributions to the project were proportionable 成比例的 to the final outcome.

他对项目的贡献与最终结果是成比例的。

2.The amount of time spent on the task should be proportionable 成比例的 to its complexity.

在任务上花费的时间应该与其复杂性成比例。

3.The budget for the project is proportionable 成比例的 to the number of resources allocated.

这个项目的预算与分配的资源数量是成比例的。

4.The salary increases were proportionable 成比例的 to the company’s overall performance.

工资增长与公司的整体表现是成比例的。

5.In a fair distribution, the rewards should be proportionable 成比例的 to the effort put in by each team member.

在公平分配中，奖励应该与每个团队成员付出的努力成比例。

作文

In the field of mathematics and statistics, the concept of proportionality plays a crucial role in understanding relationships between different quantities. When we say that two quantities are proportional, we imply that they maintain a constant ratio to each other. This relationship can be expressed in various forms, including equations, graphs, or even verbal descriptions. One term that often arises in discussions about proportional relationships is proportionable, which refers to the quality of being able to be proportioned or having the capacity to relate in a proportional manner. In essence, if something is proportionable (可成比例的), it means that it can be scaled or adjusted in such a way that the ratios remain consistent.For instance, consider the relationship between the lengths of the sides of a triangle. If one side of the triangle is doubled, then the other sides must also be adjusted in a specific way to maintain the triangle's shape. This adjustment is where the idea of proportionable (可成比例的) comes into play. The sides of the triangle are proportionable (可成比例的) to each other, meaning their ratios remain the same regardless of how large or small the triangle becomes.Understanding this concept is vital not only in mathematics but also in everyday life. For example, when cooking, recipes often require ingredients to be mixed in certain proportions. If you want to double a recipe, you need to ensure that all ingredients are adjusted proportionally. This is another practical application of the term proportionable (可成比例的). If the ingredients are not proportionable (可成比例的), the final dish may not turn out as intended, demonstrating the importance of maintaining proportional relationships.Moreover, in the world of economics, the principle of proportionality is essential for analyzing financial data. For example, if a company's revenue increases, its expenses may also need to increase in a proportionable (可成比例的) manner to sustain the business's growth. Investors often look for companies that can demonstrate proportionable (可成比例的) growth in both revenue and profit margins, indicating a healthy and sustainable business model.In art and design, the idea of proportionable (可成比例的) elements is equally significant. Artists often use the golden ratio, a specific mathematical ratio, to create visually appealing compositions. The elements within an artwork should be proportionable (可成比例的) to create balance and harmony. A lack of proportionality can lead to a composition that feels awkward or unbalanced, highlighting the necessity of understanding proportional relationships in creative fields.In conclusion, the term proportionable (可成比例的) encompasses a fundamental principle that applies across various disciplines, from mathematics and cooking to economics and art. Recognizing and applying the concept of proportionality allows individuals to make informed decisions, create balanced compositions, and understand the relationships between different quantities. Whether in academic pursuits or daily activities, grasping the essence of proportionable (可成比例的) relationships can lead to more effective problem-solving and creativity.

在数学和统计学领域，比例概念在理解不同数量之间的关系中起着至关重要的作用。当我们说两个数量是成比例的时，我们暗示它们保持着恒定的比率。这种关系可以用各种形式表达，包括方程、图形甚至口头描述。在讨论比例关系时，一个常出现的术语是proportionable，它指的是能够被比例化或具有以比例方式关联的能力的特质。基本上，如果某物是proportionable（可成比例的），这意味着它可以以某种方式进行缩放或调整，以保持比率的一致性。例如，考虑三角形边长之间的关系。如果三角形的一条边加倍，那么其他边也必须以特定的方式进行调整，以保持三角形的形状。这种调整就是proportionable（可成比例的）这一概念发挥作用的地方。三角形的边彼此是proportionable（可成比例的），这意味着无论三角形变得多大或多小，它们的比率保持不变。理解这个概念不仅在数学中至关重要，而且在日常生活中也同样重要。例如，在烹饪时，食谱通常要求按一定比例混合原料。如果你想要将食谱加倍，你需要确保所有成分都按比例调整。这是proportionable（可成比例的）一词的另一个实际应用。如果成分不是proportionable（可成比例的），最终的菜肴可能不会如预期那样好，这表明保持比例关系的重要性。此外，在经济学领域，比例原则对于分析财务数据至关重要。例如，如果一家公司的收入增加，其支出也可能需要以proportionable（可成比例的）方式增加，以维持业务的增长。投资者通常寻找能够展示收入和利润率proportionable（可成比例的）增长的公司，这表明健康和可持续的商业模式。在艺术和设计中，proportionable（可成比例的）元素的概念同样重要。艺术家通常使用黄金比例，这是一种特定的数学比例，以创建视觉上吸引人的作品。作品中的元素应当是proportionable（可成比例的），以创造平衡与和谐。缺乏比例可能导致作品感觉尴尬或不平衡，强调了在创意领域理解比例关系的必要性。总之，术语proportionable（可成比例的）涵盖了一个基本原则，适用于各个学科，从数学和烹饪到经济学和艺术。识别和应用比例的概念使个人能够做出明智的决策，创造平衡的作品，并理解不同数量之间的关系。无论是在学术追求还是日常活动中，掌握proportionable（可成比例的）关系的本质都能带来更有效的解决问题和创造力。