a divisible

简明释义

可分割的

英英释义

例句

1.In mathematics, a number is considered a divisible if it can be divided by another number without leaving a remainder.

在数学中，如果一个数字可以被另一个数字整除而不留余数，则该数字被认为是a divisible。

2.In programming, we often check if a variable is a divisible by another to avoid errors.

在编程中，我们经常检查一个变量是否是另一个的a divisible，以避免错误。

3.The teacher asked the students to identify a divisible number from the list.

老师要求学生从列表中识别出a divisible的数字。

4.When teaching division, it's important to explain what makes a number a divisible by 3.

在教授除法时，重要的是要解释一个数字为什么是3的a divisible。

5.For a number to be a divisible by 5, it must end in 0 or 5.

为了使一个数字成为a divisible的5，它必须以0或5结尾。

作文

In mathematics, the concept of divisibility is fundamental. When we say a number is a divisible (可被整除的), it means that there exists another integer which can divide it without leaving a remainder. For instance, the number 10 is a divisible (可被整除的) by 2, because when you divide 10 by 2, the result is 5, and there is no remainder. This property is crucial not only in basic arithmetic but also in more complex areas of mathematics such as algebra and number theory.Understanding a divisible (可被整除的) numbers helps us in various real-world applications. For example, in computer science, algorithms often utilize divisibility rules to optimize processes. When dealing with large datasets, knowing whether a number is a divisible (可被整除的) by another can help in organizing data efficiently. Moreover, divisibility plays a significant role in cryptography, which is essential for securing digital communications. Many encryption methods rely on the properties of a divisible (可被整除的) numbers to create keys that are difficult to break. The security of these systems hinges on the difficulty of factoring large numbers into their prime components, which is closely related to understanding divisibility.In everyday life, we encounter a divisible (可被整除的) numbers more often than we realize. For instance, when we share a pizza among friends, we want to ensure that each person gets an equal slice. If we have 8 slices and 4 friends, we can see that 8 is a divisible (可被整除的) number by 4, resulting in 2 slices per person. However, if we had 9 slices, we would face a problem since 9 is not a divisible (可被整除的) number by 4, leading to one friend getting less than others.Furthermore, the concept of a divisible (可被整除的) extends beyond simple division. It is also related to fractions and percentages. When calculating discounts during sales, understanding whether a price is a divisible (可被整除的) number by a certain percentage can help determine the final amount payable. For instance, if an item costs $100 and there is a 20% discount, knowing that 100 is a divisible (可被整除的) number by 20 allows for straightforward calculations, resulting in a $20 discount.In conclusion, the idea of a divisible (可被整除的) numbers is not just an abstract mathematical concept; it has practical implications in various fields and everyday situations. Whether in mathematics, computer science, or daily life, understanding this concept enhances our problem-solving skills and helps us navigate through numerical challenges effectively. Therefore, it is essential to grasp the meaning and applications of a divisible (可被整除的) numbers to appreciate their importance fully.

在数学中，整除的概念是基础。当我们说一个数字是a divisible（可被整除的），这意味着存在另一个整数可以将其整除而不留下余数。例如，数字10是a divisible（可被整除的）2，因为当你用2去除10时，结果是5，并且没有余数。这个属性不仅在基础算术中至关重要，而且在更复杂的数学领域，如代数和数论中也同样重要。理解a divisible（可被整除的）数字帮助我们在各种现实世界的应用中。例如，在计算机科学中，算法常常利用整除规则来优化过程。在处理大型数据集时，知道一个数字是否是a divisible（可被整除的）另一个数字，可以帮助有效组织数据。此外，整除在密码学中也起着重要作用，这对于保护数字通信至关重要。许多加密方法依赖于a divisible（可被整除的）数字的性质来创建难以破解的密钥。这些系统的安全性依赖于将大数字分解为其质因数的难度，而这与理解整除密切相关。在日常生活中，我们比想象中更常遇到a divisible（可被整除的）数字。例如，当我们与朋友分享比萨时，我们希望确保每个人都能得到相等的切片。如果我们有8片，4个朋友，我们可以看到8是a divisible（可被整除的）4，导致每人得到2片。然而，如果我们有9片，我们将面临问题，因为9不是a divisible（可被整除的）4，导致一个朋友得到的少于其他人。此外，a divisible（可被整除的）概念超出了简单的除法。它还与分数和百分比有关。当计算销售期间的折扣时，了解价格是否是a divisible（可被整除的）某个百分比的数字，可以帮助确定应付的最终金额。例如，如果一件商品的价格为100美元，并且有20%的折扣，知道100是a divisible（可被整除的）20，使得计算变得简单，结果是20美元的折扣。总之，a divisible（可被整除的）数字的概念不仅仅是一个抽象的数学概念；它在各个领域和日常情况下都有实际意义。无论是在数学、计算机科学还是日常生活中，理解这一概念增强了我们的解决问题能力，帮助我们有效地应对数字挑战。因此，掌握a divisible（可被整除的）数字的含义和应用对于充分认识其重要性至关重要。