digits

简明释义

英[ˈdɪdʒɪts]美[ˈdɪdʒɪts]

n. [计]数字；手指；[解剖]足趾（digit 的复数）

英英释义

单词用法

同义词

反义词

例句

1.Male mice without estrogen receptors had longer ring digits.

而没有雌激素受体的雄性老鼠的无名指则更长。

2.Then, perhaps, the number of poor will be back to nine digits.

那时，可能世界贫困人数将会回到九位数。

3.In the UAE and Qatar it is also well into double digits.

在阿联酋和卡塔尔通胀率也达两位数字。

4.By 2008, the figure had fallen into the single digits.

到2008年，这一数字已降至个位数。

5.Many people inadvertently transpose digits of the ZIP code.

许多人粗心地把邮政编码的数字弄颠倒了。

6.He has money to burn; his yearly salary is in seven digits.

他钱多的象水一样，他的年薪是七位数。

7.In 2009 and before, our revenues were increasing in the double digits.

2009年之前，我们的收入增长保持在两位数。

8.If you can, limit the values to letters and digits.

如果可以，就将值限制为字母和数字。

9.The code consists of four random digits.

这个代码由四个随机的数字组成。

10.The lottery ticket has a unique combination of digits.

彩票票有一个独特的数字组合。

11.You need to verify your identity by entering the digits sent to your email.

您需要通过输入发送到您电子邮件的数字来验证您的身份。

12.I forgot my PIN, which is a sequence of six digits.

我忘记了我的密码，它是一个由六个数字组成的序列。

13.Please enter your phone number using only the first 10 digits.

请仅使用前10个数字输入您的电话号码。

作文

In the world of mathematics and technology, the term digits (数字) holds significant importance. Digits are the basic building blocks of numbers, and they play a crucial role in various fields, including computer science, engineering, and finance. Understanding digits is essential for anyone who wishes to navigate the complexities of these disciplines. To begin with, a digit is defined as any of the ten numerical symbols used to represent numbers in the decimal system: 0, 1, 2, 3, 4, 5, 6, 7, 8, and 9. These digits can be combined in various ways to form larger numbers. For example, the number 253 consists of three digits: 2, 5, and 3. Each digit has its own place value, which determines its contribution to the overall value of the number. In this case, the 2 represents two hundred, the 5 represents fifty, and the 3 represents three, making the total value two hundred fifty-three. Furthermore, the concept of digits extends beyond just the decimal system. In computing, binary code uses only two digits: 0 and 1. This binary system is fundamental to how computers process and store information. Each digit in binary represents a bit, which is the smallest unit of data in computing. When we talk about digital devices, we are often referring to how they manipulate and display digits in various forms. In addition to their mathematical significance, digits also have practical applications in our daily lives. We use digits to tell time, manage finances, and organize information. For instance, when we look at a clock, we interpret the digits to understand the current time. Similarly, when managing bank accounts, we rely on digits to track our balance and expenditures. Without a solid understanding of digits, it would be challenging to navigate these everyday tasks effectively. Moreover, the study of digits leads to a deeper understanding of mathematics as a whole. Concepts such as addition, subtraction, multiplication, and division all revolve around the manipulation of digits. When students learn these operations, they are essentially learning how to work with digits in various contexts. This foundational knowledge is critical for advancing to more complex mathematical concepts like algebra and calculus. In conclusion, the term digits (数字) encompasses much more than just symbols representing numbers. It is a fundamental concept that underpins various fields of study and is integral to our daily lives. Whether we are dealing with simple arithmetic or complex computer programming, digits are always at play. Gaining a comprehensive understanding of digits is essential for anyone aiming to succeed in an increasingly digital and mathematical world. Therefore, investing time in mastering digits will undoubtedly pay off in numerous aspects of life, both personally and professionally.

在数学和技术的世界中，术语digits（数字）具有重要意义。Digits是数字的基本构建块，在计算机科学、工程和金融等多个领域都发挥着关键作用。理解digits对于任何希望应对这些学科复杂性的人来说都是必不可少的。首先，digit被定义为用于表示十进制系统中数字的十个数字符号中的任何一个：0、1、2、3、4、5、6、7、8和9。这些digits可以以各种方式组合成更大的数字。例如，数字253由三个digits组成：2、5和3。每个digit都有自己的位值，这决定了它对数字整体价值的贡献。在这种情况下，2代表两百，5代表五十，3代表三，总价值为二百五十三。此外，digits的概念不仅限于十进制系统。在计算中，二进制代码仅使用两个digits：0和1。这个二进制系统是计算机处理和存储信息的基础。当我们谈论数字设备时，我们通常指的是它们如何操作和显示digits的各种形式。除了数学意义外，digits在我们的日常生活中也有实际应用。我们使用digits来告诉时间、管理财务和组织信息。例如，当我们查看时钟时，我们通过解读digits来理解当前时间。同样，在管理银行账户时，我们依赖digits来跟踪我们的余额和支出。如果没有对digits的扎实理解，有效地驾驭这些日常任务将会很困难。此外，对digits的研究使我们对数学有更深刻的理解。加法、减法、乘法和除法等概念都围绕着digits的操作。当学生学习这些运算时，他们实际上是在学习如何在不同上下文中使用digits。这种基础知识对于推进到更复杂的数学概念，如代数和微积分，是至关重要的。总之，术语digits（数字）包含的内容远不止是表示数字的符号。它是一个基本概念，支撑着多个研究领域，并与我们的日常生活密切相关。无论我们是在处理简单的算术还是复杂的计算机编程，digits始终在发挥作用。全面理解digits对于任何希望在日益数字化和数学化的世界中取得成功的人来说都是必不可少的。因此，投入时间掌握digits无疑将在个人和职业生活的多个方面带来回报。