divisible
英 [?da??v?z?bl]
美 [?da??v?z?bl]
adj. 可除尽的；可被分解的
例句：The number 15 is divisible by 3 and 5.
翻译：15是3和5的公倍数。
以上信息仅供参考，如需了解更多，请查阅词典或咨询专业人士。
题目：Divisible
Divisible is a word that means capable of being divided or divided into parts. It is commonly used in math and science, but it also has many applications in real life.
One example of divisible is money. When we have money, we can divide it into smaller amounts by using coins and bills. Another example is time. We can divide days and hours into smaller units to better manage our time.
Divisible can also be used to describe numbers. If a number is divisible by another number, it means that you can divide the first number into equal parts by using the second number as a divisor. For example, 12 is divisible by 4, because you can divide 12 into groups of 4 without leaving any remainder.
Divisible can also be used to describe ideas or concepts that can be broken down into smaller parts or ideas. For instance, a book can be divided into chapters, and a speech or presentation can be divided into smaller sections or slides.
In conclusion, divisible is a very useful word that can be applied to many different contexts in life. It helps us to better understand and manage our resources, ideas, and time. I believe that we can all benefit from using divisible more often in our daily lives.
divisible
释义：可被除的；可整除的
发音：/da??v?z?bl/
英语范文：
Divisible numbers are those that can be divided evenly into other numbers. For example, 12 is divisible by 3, because 3 can divide into 4 groups of 4 each. Similarly, 24 is also divisible by 3, because it can be divided into 8 groups of 3 each.
On the other hand, non-divisible numbers are those that cannot be divided evenly into other numbers. For instance, 15 is non-divisible by 3, because it cannot be divided into groups of 5 each. Similarly, 18 is also non-divisible by 4, because it cannot be divided into groups of 4 each.
In real life, divisible numbers are very useful, because they can be used to divide tasks or resources evenly among different groups or individuals. For example, if we have a group of people who need to work on a project, we can divide the tasks into groups of divisible numbers, so that everyone gets an equal share of the work.
In conclusion, divisible numbers are very important in real life, because they help us divide tasks or resources evenly among different groups or individuals. Therefore, it is essential to learn how to recognize and use divisible numbers effectively.
