notation
简明释义
n. (音乐、数学等的)标记系统,成套符号,标记法;注释,评注
复 数 n o t a t i o n s
英英释义
单词用法
乐谱;音乐符号 | |
已装船批注 |
同义词
符号 | 数学符号 | ||
符号 | 音乐记谱 | ||
表示 | 化学符号 | ||
标记 | 科学计数法 | ||
铭文 | 符号系统 |
反义词
误表述 | The misrepresentation of the data led to incorrect conclusions. | 数据的误表述导致了错误的结论。 | |
模糊性 | The ambiguity in the instructions caused confusion among the team members. | 指示中的模糊性导致团队成员之间的混乱。 |
例句
1.Another way of displaying this is in a box notation.
另一个表示这个的方法是放在框记号里面。
2.Musical notation was conceived for the C major scale and each line and space represents a note in this scale.
乐谱为C大音阶而构思,在这个音阶中的每一个线和间都代表一个音符。
3.He recognizes enough notation to be able to follow a score.
他认识足够多的音乐符号,能看懂乐谱。
所以它是一个简洁的标记。
5.The second method is to use the hash notation.
第二种方法是使用散列表示法。
6.He believes that as far back as 30,000 B.C., hunters may have used a system of notation, engraved on bone and stone, to mark phases of the Moon.
他认为,远在公元前30,000年以前,猎人可能会用一套刻在骨头和石头上的符号系统来标记月相。
7.Unfortunately, the musical notation is by number instead of by notes and clefs.
很遗憾,音乐符号是数字而不是音符和谱号。
8.We also introduce our notation for anti-patterns and patterns.
此外,我们还将介绍反模式和模式所使用的符号。
9.Figure 10 illustrates the IE notation of the same model.
图10显示了相同模型的IE标记形式。
10.In mathematics, we often use notation to represent complex ideas in a simplified way.
在数学中,我们常用符号来以简化的方式表示复杂的概念。
11.The musical notation on the sheet helps musicians understand how to play the piece.
乐谱上的乐谱帮助音乐家理解如何演奏这首曲子。
12.In programming, different languages have their own syntax and notation for writing code.
在编程中,不同的语言有自己的语法和符号用于编写代码。
13.The scientific community uses standard notation to ensure clear communication of research findings.
科学界使用标准符号以确保研究结果的清晰沟通。
14.The notation used in this textbook might be difficult for beginners to understand.
这本教科书中使用的符号可能会让初学者难以理解。
作文
In the world of mathematics and science, the concept of notation (符号) plays a crucial role in conveying complex ideas succinctly. Notation serves as a system of symbols or signs that represent objects, quantities, or concepts, allowing for easier communication among scholars and students alike. Without effective notation (符号), the intricate theories and formulas that define these fields would be nearly impossible to understand or share. One of the most recognizable forms of notation (符号) is mathematical notation, which includes numbers, operators, and various symbols that denote operations such as addition, subtraction, multiplication, and division. For instance, the equation 'E = mc²' is a concise way of expressing the relationship between energy (E), mass (m), and the speed of light (c). This formula, made possible through the use of notation (符号), allows scientists to communicate profound ideas about the nature of energy and matter without lengthy explanations. In addition to mathematics, notation (符号) is also vital in the field of music. Musical notation (符号) consists of symbols that represent notes, rhythms, and dynamics, enabling composers to convey their artistic visions to musicians. A simple sheet of music, filled with various notes and symbols, encapsulates an entire performance, allowing musicians from different backgrounds to interpret and play the same piece. This universality of musical notation (符号) highlights its importance in bridging cultural and linguistic gaps, as people from diverse regions can come together to share a common experience through music. Furthermore, programming languages utilize notation (符号) to communicate instructions to computers. Code is written using specific syntax and symbols that the machine understands, transforming human commands into actions performed by the computer. The clarity and precision of notation (符号) in programming are essential for creating efficient algorithms and debugging errors, demonstrating how vital it is in the digital age. Beyond these disciplines, notation (符号) can also be found in everyday life. For example, road signs use visual notation (符号) to convey important information to drivers quickly. A stop sign, with its red octagonal shape, universally communicates the need to halt, while other signs indicate speed limits, directions, and warnings. These symbols are designed to be easily recognizable and understood, emphasizing the power of notation (符号) in facilitating safe navigation. In conclusion, notation (符号) is an indispensable tool across various fields, enabling individuals to express and share complex ideas efficiently. Whether in mathematics, music, programming, or daily life, the ability to use symbols effectively allows for clearer communication and understanding. As we continue to advance in our respective fields, the development and refinement of notation (符号) will remain a fundamental aspect of learning and sharing knowledge. Embracing the power of notation (符号) can ultimately enhance our ability to connect with others and deepen our understanding of the world around us.
在数学和科学的世界中,符号的概念在简洁地传达复杂思想方面发挥着至关重要的作用。符号作为一种符号或标志的系统,代表对象、数量或概念,使学者和学生之间的沟通更加容易。如果没有有效的符号,定义这些领域的复杂理论和公式几乎不可能理解或分享。 最显而易见的符号形式之一是数学符号,包括数字、运算符和表示加法、减法、乘法和除法等操作的各种符号。例如,方程式“E = mc²”是表达能量(E)、质量(m)和光速(c)之间关系的简洁方式。这个公式通过使用符号得以实现,使科学家能够在没有冗长解释的情况下传达关于能量和物质本质的深刻思想。 除了数学,符号在音乐领域同样至关重要。音乐符号由表示音符、节奏和力度的符号组成,使作曲家能够将他们的艺术愿景传达给音乐家。一张简单的乐谱,充满了各种音符和符号,封装了一场完整的表演,让来自不同背景的音乐家可以解读和演奏同一首曲子。这种音乐符号的普遍性突显了其在跨越文化和语言障碍方面的重要性,因为来自不同地区的人们可以通过音乐共同分享一种共同的体验。 此外,编程语言利用符号与计算机交流指令。代码使用特定的语法和符号编写,计算机理解这些指令,将人类命令转化为计算机执行的动作。符号在编程中的清晰性和精确性对于创建高效算法和调试错误至关重要,展示了它在数字时代的重要性。 除了这些学科,符号还可以在日常生活中找到。例如,交通标志使用视觉符号快速向司机传达重要信息。停车标志,以其红色八角形形状,普遍传达需要停下的信号,而其他标志则指示限速、方向和警告。这些符号旨在易于识别和理解,强调了符号在促进安全导航中的力量。 总之,符号是各个领域不可或缺的工具,使个人能够有效地表达和分享复杂思想。无论是在数学、音乐、编程还是日常生活中,有效使用符号的能力使更清晰的沟通和理解成为可能。随着我们在各自领域的不断进步,符号的发展和完善将始终是学习和分享知识的基本方面。拥抱符号的力量最终可以增强我们与他人联系的能力,加深我们对周围世界的理解。
文章标题:notation的意思是什么
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