aliquant

简明释义

[ˈælɪkwənt][ˈælɪkwənt]

adj. 不能整除的;除不尽的

n. 不能整除;[数] 除不尽的数

英英释义

A term used in mathematics and logic to refer to a quantity that is not a whole number but is still a part of a whole.

一个用于数学和逻辑的术语,指的是不是整数但仍然是整体一部分的数量。

单词用法

aliquant part

部分数量

aliquant amount

部分金额

aliquant number

部分数字

an aliquant share

部分份额

aliquant fraction

部分分数

aliquant quantity

部分数量

同义词

fraction

分数

A fraction of the total amount was allocated for research.

总金额的一部分被分配用于研究。

反义词

whole

整体

The whole amount of money was distributed evenly among the participants.

这笔钱的整体金额被平均分配给了参与者。

total

总数

The total cost of the project exceeded our budget.

项目的总成本超出了我们的预算。

例句

1.When dividing the assets, we found an aliquant share that didn't fit neatly into the distribution.

在分配资产时,我们发现有一份aliquant的份额无法整齐地纳入分配中。

2.The teacher explained that the aliquant nature of the problem required a different approach to solve.

老师解释说,这个问题的aliquant性质需要不同的方法来解决。

3.In mathematics, a number can be expressed as an aliquant of another if it is not a whole multiple.

在数学中,如果一个数字不是另一个数字的整数倍,则可以将其表示为aliquant

4.The recipe calls for an aliquant amount of sugar, meaning you can adjust it to your taste.

这个食谱需要一份aliquant的糖量,意味着你可以根据自己的口味进行调整。

5.In finance, an aliquant investment can refer to a portion of a larger sum that is not an exact division.

在金融中,aliquant投资可以指较大金额的一部分,而不是精确的划分。

作文

In mathematics, the concept of division is fundamental, and it often leads to discussions about different types of numbers. One such term that arises in these discussions is aliquant, which refers to a quantity that can be expressed as a part of a whole but does not divide evenly into it. Understanding this term can enhance our comprehension of various mathematical principles and their applications. For instance, when we consider the number 10, we can see that it can be divided by 2, 5, or even 1, resulting in whole numbers. However, if we attempt to divide 10 by 3, we encounter a situation where we cannot obtain a whole number; instead, we get 3 with a remainder of 1. In this case, 1 is an aliquant of 10, as it is a part of the whole yet does not allow for an even division.The significance of aliquant extends beyond pure mathematics and into real-world applications. For example, in economics, when analyzing market shares or resource distribution, we may find ourselves dealing with aliquant quantities that affect decision-making processes. If a company has a total of 100 resources and needs to allocate them among three departments, they might decide to give 33 resources to one department, 34 to another, and keep 33 for the last. However, if they need to allocate resources to a fourth department, they may find that there are aliquant resources left over, which could lead to strategic decisions about how to utilize those remaining resources effectively.Moreover, the concept of aliquant can also be observed in daily life. Consider a scenario where a group of friends decides to share a pizza that has been cut into 8 slices. If there are 3 friends, each person can take 2 slices, and there will be 2 slices remaining. In this case, the 2 leftover slices represent an aliquant portion of the pizza, as they cannot be evenly distributed among the friends without cutting the slices further. This simple example illustrates how aliquant quantities manifest in everyday situations, emphasizing the relevance of this concept in both theoretical and practical contexts.In conclusion, the term aliquant is essential for understanding the nuances of division, whether in mathematics, economics, or everyday life. Recognizing aliquant quantities allows us to approach problems with a clearer perspective, enabling better decision-making and resource management. As we continue to explore various fields of study, the importance of grasping terms like aliquant becomes increasingly apparent, reminding us of the intricate relationships between numbers and their real-world implications.

在数学中,除法的概念是基础,这常常引发关于不同类型数字的讨论。其中一个术语是aliquant,它指的是可以表示为整体一部分但不能均匀分割的数量。理解这个术语可以增强我们对各种数学原理及其应用的理解。例如,当我们考虑数字10时,我们可以看到它可以被2、5甚至1整除,得到整数。然而,如果我们尝试将10除以3,就会遇到一种情况,我们无法得到整数;相反,我们得到3和余数1。在这种情况下,1是10的一个aliquant,因为它是整体的一部分,但不允许进行均匀分割。aliquant的意义超越了纯数学,延伸到现实世界的应用。例如,在经济学中,当分析市场份额或资源分配时,我们可能会发现自己处理aliquant数量,这会影响决策过程。如果一家公司总共有100个资源,并需要将其分配给三个部门,他们可能决定给一个部门33个资源,另一个34个,最后一个部门保留33个。然而,如果他们需要将资源分配给第四个部门,他们可能会发现剩下的资源是aliquant的,这可能导致关于如何有效利用这些剩余资源的战略决策。此外,aliquant的概念也可以在日常生活中观察到。考虑一个场景,一群朋友决定分享一块切成8片的披萨。如果有3个朋友,每个人可以拿2片,剩下2片。在这种情况下,剩下的2片代表了披萨的一个aliquant部分,因为它们无法在朋友之间均匀分配而不进一步切割。这简单的例子说明了aliquant数量如何在日常情况中表现出来,强调了这一概念在理论和实践背景下的相关性。总之,术语aliquant对于理解除法的细微差别至关重要,无论是在数学、经济学还是日常生活中。识别aliquant数量使我们能够以更清晰的视角解决问题,从而实现更好的决策和资源管理。随着我们继续探索各种研究领域,掌握像aliquant这样的术语的重要性变得越来越明显,提醒我们数字与其现实世界影响之间的复杂关系。