quotient

简明释义

英[ˈkwəʊʃ(ə)nt]美[ˈkwoʊʃ(ə)nt]

n. 程度，系数；（数学中的）商；份额

复 数 q u o t i e n t s

英英释义

单词用法

同义词

反义词

例句

1.Genetics, as research on 4,000 sets of twins has demonstrated, accounts for about 50 percent of your happiness quotient.

遗传学，正如对4000对双胞胎研究所显示的，在快乐份额方面占大约50%。

2.Something as seemingly insignificant as a freshly opened jar or coffee can also add to a person’s happiness quotient.

一些细微的小事，例如初尝刚打开的新鲜果酱或咖啡也可以增加一个人的幸福指数。

3.It not only looks pretty, but very fast, but also IQ (intelligence quotient) of a high fish, so I very much like it.

它不仅长得好看，而且速度特别快，也是IQ(智商)很高的一条鱼，因此我非常喜欢它。

4.Being rich doesn't actually increase your happiness quotient.

有钱不见得提升你的快乐指数。

5.Once you have the information for each iteration, you can calculate a working software quotient, W, as follows

一旦您有了每次迭代的这个信息，您可以计算一个运行软件的比值，W，如下所示

6.The island has a high quotient of new age therapists.

该岛屿有很多新世纪治疗专家。

7.And that is actually the usual quotient rule just written in a slightly different way.

这和一般的除法求导法则，仅在写法上有点不同。

8.A high communal intelligence quotient does not always, It 'seems, insure communal efficiency.

社区中的高智商似乎并不总能确保社区的效能。

9.However, the question is how many men deserve a lady of such a high gentlewoman quotient.

可现在的问题是，有多少男人配得上如此高淑商(gentlewoman quotient)的女子呢？

10.To find the quotient, simply divide the numerator by the denominator.

要找到商，只需将分子除以分母。

11.When calculating averages, the quotient can help determine the mean value.

在计算平均数时，商可以帮助确定平均值。

12.In the context of performance metrics, the quotient can indicate efficiency.

在绩效指标的上下文中，商可以表示效率。

13.The teacher explained that the quotient of 20 divided by 4 is 5.

老师解释说，20除以4的商是5。

14.In mathematics, the result of dividing two numbers is called the quotient.

在数学中，两个数字相除的结果称为商。

作文

In mathematics, the term quotient refers to the result obtained when one number is divided by another. It is a fundamental concept that is essential not only in arithmetic but also in various fields such as algebra, calculus, and even in real-world applications. Understanding the quotient helps students develop their mathematical skills and enhances their problem-solving abilities. For example, if we take the numbers 10 and 2, the quotient of these two numbers is 5, since 10 divided by 2 equals 5. This simple division operation illustrates how the quotient provides insight into the relationship between numbers. In more complex scenarios, such as polynomial division, the concept of quotient becomes even more crucial. Here, the quotient can help determine how many times a polynomial can be divided by another, which is a vital skill in advanced mathematics.However, the significance of quotient extends beyond mere numbers. In everyday life, we often encounter situations where we need to divide resources or tasks among groups. For instance, if a teacher has 30 students and wants to form groups of 5, the quotient of 30 divided by 5 gives us 6, meaning there will be 6 groups. This practical application of the quotient showcases its relevance in our daily decision-making processes.Moreover, the concept of quotient is not limited to numerical values; it can also apply to abstract ideas such as intelligence or emotional understanding. In psychology, for example, the term "intelligence quotient" (IQ) is used to describe a score derived from standardized tests designed to measure human intelligence. The IQ quotient provides a comparative measure of cognitive abilities among individuals, which can influence educational and occupational opportunities.In conclusion, the quotient is a versatile term that plays a significant role in both mathematics and real-life situations. Whether we are dividing numbers, forming groups, or assessing intelligence, the quotient serves as a fundamental tool for understanding relationships and making informed decisions. By mastering the concept of quotient, students and individuals can enhance their analytical skills and improve their overall problem-solving capabilities. Thus, embracing the idea of quotient can lead to greater success in both academic and personal endeavors.

在数学中，术语商指的是当一个数字被另一个数字除时得到的结果。它是一个基本概念，不仅在算术中至关重要，而且在代数、微积分以及各种实际应用中也很重要。理解商帮助学生发展他们的数学技能，并增强他们的问题解决能力。例如，如果我们取数字10和2，这两个数字的商是5，因为10除以2等于5。这一简单的除法运算说明了商如何提供对数字之间关系的洞察。在更复杂的场景中，例如多项式除法，商的概念变得更加重要。在这里，商可以帮助确定一个多项式可以被另一个多项式除多少次，这是高等数学中的一项重要技能。然而，商的重要性不仅限于数字。在日常生活中，我们经常遇到需要在群体之间划分资源或任务的情况。例如，如果一位老师有30名学生，并希望组成5人的小组，那么30除以5的商给我们6，这意味着将会有6个小组。这个商的实际应用展示了它在我们日常决策过程中的相关性。此外，商的概念不仅限于数值；它也可以应用于智力或情感理解等抽象概念。在心理学中，例如，“智力商”（IQ）这个术语用于描述从标准化测试中得出的分数，这些测试旨在衡量人类智力。IQ商提供了个体之间认知能力的比较测量，这可能影响教育和职业机会。总之，商是一个多功能的术语，在数学和现实生活中都发挥着重要作用。无论我们是在分割数字、形成小组，还是评估智力，商都是理解关系和做出明智决策的基本工具。通过掌握商的概念，学生和个人可以增强他们的分析技能，提高整体问题解决能力。因此，接受商的思想可以在学术和个人努力中带来更大的成功。