binary
简明释义
adj. 由两部分组成的，二重的；二进制的（用 0 和 1 记数）
n. 二进制，二进制记数法；由两部分组成的事物，一双，双体
复 数 b i n a r i e s
英英释义
与两个事物相关、由两个事物组成或涉及两个事物的。 | |
In computing, relating to a system of numerical notation that has 2 rather than 10 as a base. | 在计算机科学中，指一种以2而不是10为基数的数字表示系统。 |
单词用法
[数]二叉树；[计]二进制树形网络 | |
二进制映象 |
同义词
| 双重的 | The dual nature of the problem requires careful consideration. | 这个问题的双重性质需要仔细考虑。 | |
| 两倍的 | 效率的两倍增长是显著的。 | ||
| 二分的 | The dichotomous view of the issue led to polarized opinions. | 对这个问题的二分看法导致了意见的极化。 | |
| 两部分的 | 双方签署了这个两部分的协议。 |
反义词
| 三元的 | 三元系统 | ||
| 多重的 | 多项选择 |
例句
1.Binary star systems are common in the galaxy.
在星系中双星系统是很常见的。
2.Support for mixed binary and text messages.
对混合二进制和文本消息的支持。
3.Optimized storage for binary content.
对二进制内容的优化存储。
4.What would be the letter A in binary inside of a computer's memory when you hit the letter A on the keyboard, for capital A?
当您敲击键盘上的字母A（大写A）时，计算机内存中二进制的字母A是什么？
5.The message contains Unicode characters and has been sent as a binary attachment.
这条信息含有统一码字符，已经以二进制附件形式发送。
世界依然是二元的。
7.Causes a binary sort by name.
按名称进行二进制排序。
8.OK. That's the basic idea of binary search.
好了，这就是二分查找的基本思想。
9.The debate about binary versus text formats is over.
关于二进制还是文本格式的争论已经结束。
10.The binary 二进制 system uses only two digits: 0 and 1.
二进制系统仅使用两个数字：0和1。
11.In computer science, data is often represented in binary 二进制 format.
在计算机科学中，数据通常以二进制格式表示。
12.The concept of binary 二进制 trees is fundamental in data structures.
二进制树的概念在数据结构中是基础。
13.In digital electronics, signals are often represented as binary 二进制 states.
在数字电子学中，信号通常表示为二进制状态。
14.Many programming languages allow you to work with binary 二进制 files directly.
许多编程语言允许您直接处理二进制文件。
作文
In the realm of computer science and digital technology, the term binary (二进制) plays a crucial role. It refers to a system of numerical notation that uses only two digits: 0 and 1. This system is foundational to how computers operate, as they rely on binary (二进制) code to process data and execute instructions. Each digit in a binary (二进制) number is known as a bit, which is the smallest unit of data in computing. The use of binary (二进制) allows for efficient storage and manipulation of information, making it essential for programming and software development.The significance of binary (二进制) extends beyond mere data representation; it is also integral to various algorithms and computational processes. For example, when performing arithmetic operations, computers convert decimal numbers into binary (二进制) format. This conversion enables them to execute complex calculations at incredible speeds. Additionally, many programming languages utilize binary (二进制) logic to control the flow of execution through conditional statements and loops.Understanding binary (二进制) is not limited to computer scientists; it is increasingly relevant in our everyday lives. With the rise of digital devices, from smartphones to smart home technology, a basic comprehension of how binary (二进制) systems work can empower individuals to better understand the technology they use daily. For instance, when we send a text message or stream a video, we are engaging with systems that ultimately rely on binary (二进制) encoding to transmit and receive information.Moreover, the concept of binary (二进制) can be applied metaphorically to various aspects of life, such as decision-making processes. In many situations, we often find ourselves facing choices that can seem binary (二进制) in nature—either/or scenarios that simplify complex problems. However, while this simplification can aid in decision-making, it is essential to recognize that many issues are more nuanced than a strict binary (二进制) choice might imply. Embracing the spectrum between extremes can lead to more informed and balanced decisions.In conclusion, the term binary (二进制) encompasses both a fundamental aspect of computer science and a broader philosophical concept. As technology continues to evolve and permeate our lives, understanding binary (二进制) systems will become increasingly important. Whether we are coding a program, analyzing data, or making personal choices, recognizing the implications of binary (二进制) thinking can enhance our ability to navigate a complex world. By appreciating the simplicity and power of binary (二进制), we can harness its potential to foster innovation and clarity in our digital age.
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