quotients

简明释义

英[ˈkwəʊʃ(ə)nts]美[ˈkwoʊʃənts]

[数] 商

英英释义

单词用法

同义词

反义词

例句

1.Besides IQ, EQ, AQ, HQ, there must be more quotients that we haven't known.

除了智商、情商、逆境商、健商，一定还有更多的商数我们还不知道。

2.This time the units are not pixels, but rather relative weights whose relative quotients are used for expanding the columns and rows or inversely shrinking them (see miscellaneous notes).

这一次，单位不是像素，而是相对权重，它们的相对份额被用于扩展或缩小列和行(参见其他注意)。

3.Objective: To explore the profound correlation of intelligence quotients (IQ) among children with their parent's IQ and IQ items.

目的：通过对儿童智商(IQ)与父母亲IQ和IQ分项相关研究，探讨儿童IQ和父母亲IQ的深层关系。

4.It is closed under quotients, inductive limits and tensor products with AF-algebras.

而且它关于商，归纳极限，与AF -代数做张量积等运算是封闭的。

5.Four quotients contain both quality of science and quality of humanities, which are considered as the incarnation of a person's comprehensive.

四商既包含科学素质又包含人文素质，是一个人的综合素质的集中体现。

6.The changes of Immunoglobulin, t cell subsets, salivary amylase, gross motor Assessment, developmental quotients and TCM syndrome score changes were observed before and after the treatments.

观察治疗前后免疫球蛋白、T细胞亚群、唾液淀粉酶、中医证侯积分、大运动发育评估、发育商评估的变化情况。

7.In mathematics, the result of dividing two numbers is called the quotients 商.

在数学中，两个数字相除的结果称为quotients商。

8.The teacher explained how to find the quotients 商 of fractions.

老师解释了如何找到分数的quotients商。

9.When dividing 20 by 4, the quotients 商 is 5.

当将20除以4时，quotients商是5。

10.In computer science, algorithms often calculate quotients 商 to optimize performance.

在计算机科学中，算法常常计算quotients商以优化性能。

11.The quotients 商 of two integers can also be expressed as a decimal.

两个整数的quotients商也可以表示为小数。

作文

In the realm of mathematics, the concept of quotients (商) plays a crucial role in understanding division and its applications. A quotient is the result obtained when one number is divided by another. This simple yet powerful idea forms the foundation for many mathematical operations and is essential for solving various problems in everyday life. For instance, when we share a pizza among friends, the amount each person receives can be calculated using quotients. If there are eight slices and four friends, each friend gets two slices, which is derived from the quotient of 8 divided by 4. Moreover, quotients are not just limited to basic arithmetic; they extend into more complex areas of mathematics such as algebra and calculus. In algebra, when we simplify fractions, we often find ourselves calculating quotients of polynomials. This helps in reducing expressions to their simplest forms, making it easier to solve equations. Understanding how to manipulate quotients of polynomials is vital for students pursuing higher-level mathematics. In calculus, the concept of quotients becomes even more significant. The derivative of a function, which represents the rate of change, can be understood through the limit of a quotient as the interval approaches zero. This concept is fundamental in physics and engineering, where understanding rates of change is critical for modeling real-world phenomena. For example, the velocity of a moving object can be determined by calculating the quotient of distance over time, emphasizing the practical applications of this mathematical concept. Beyond mathematics, the idea of quotients can also be applied in various fields such as economics and statistics. In economics, the quotient of total revenue to total cost can indicate profitability. This ratio helps businesses determine their financial health and make informed decisions about pricing and production. Similarly, in statistics, the quotient of two variables can provide insights into their relationship, allowing researchers to draw conclusions from data sets. Furthermore, the importance of quotients extends to everyday decision-making. For instance, when budgeting, individuals often calculate quotients to understand how much they can spend in different categories based on their income. This practical application demonstrates how mathematical concepts permeate our daily lives, guiding us in making informed choices. In conclusion, the term quotients (商) is not merely a mathematical term but a fundamental concept that influences various aspects of life. From sharing pizzas to analyzing financial statements, understanding quotients enables us to navigate both simple and complex situations effectively. As we continue to explore the world around us, the significance of quotients will undoubtedly remain a vital part of our mathematical and practical toolkit.

在数学领域，quotients（商）的概念在理解除法及其应用中发挥着至关重要的作用。quotient是将一个数字除以另一个数字所得到的结果。这一简单而强大的理念构成了许多数学运算的基础，并且对于解决日常生活中的各种问题至关重要。例如，当我们在朋友之间分享披萨时，每个人得到的数量可以通过计算quotients来得出。如果有八片披萨和四个朋友，那么每个朋友可以得到两片，这个结果是通过8除以4得到的quotient。 此外，quotients不仅限于基础算术；它们还扩展到更复杂的数学领域，如代数和微积分。在代数中，当我们简化分数时，通常会计算多项式的quotients。这有助于将表达式简化为最简单的形式，从而更容易解决方程。理解如何操作多项式的quotients对于追求高等数学的学生至关重要。 在微积分中，quotients的概念变得更加重要。函数的导数代表变化率，可以通过当区间趋近于零时的quotient的极限来理解。这个概念在物理和工程中至关重要，因为理解变化率对于建模现实世界现象至关重要。例如，移动物体的速度可以通过计算距离与时间的quotient来确定，这强调了这一数学概念的实际应用。 此外，quotients的重要性还扩展到经济学和统计学等各个领域。在经济学中，总收入与总成本的quotient可以表明盈利能力。这个比率帮助企业确定其财务健康状况，并就定价和生产做出明智的决策。同样，在统计学中，两个变量的quotient可以提供有关它们关系的见解，使研究人员能够从数据集中得出结论。 此外，quotients的重要性延伸到日常决策。例如，在预算时，个人经常计算quotients以了解他们可以在不同类别中花费多少，这基于他们的收入。这种实际应用展示了数学概念如何渗透到我们的日常生活中，引导我们做出明智的选择。 总之，术语quotients（商）不仅仅是一个数学术语，而是一个基本概念，影响着生活的各个方面。从分享披萨到分析财务报表，理解quotients使我们能够有效地应对简单和复杂的情况。随着我们继续探索周围的世界，quotients的重要性无疑将继续成为我们数学和实际工具箱的重要组成部分。