exponent

简明释义

英[ɪkˈspəʊnənt]美[ɪkˈspoʊnənt]

n. 拥护者，倡导者；代表人物；指数，幂；大师，行家；成分；说明者，说明物

adj. 说明的

复 数 e x p o n e n t s

英英释义

单词用法

同义词

反义词

例句

1.She was a leading exponent of free trade during her political career.

她从政期间是自由贸易的主要倡导者。

2.She is an exponent of vegetarianism.

她是一个素食主义的倡导者。

3.An exponential function is one in which the variable appears in an exponent.

指数函数是指数中出现变量的函数。

4.The value of the exponent varies for different sensory modalities .

指数值随不同的灵敏速模式而变化。

5.That happened because in the limit of high temperature, then this exponent is really small, right?

它发生的原因是在高温极限下，这个指数就会很小，对吗？

6.This article gives a further development of the power exponent function and some related examples.

对幂指函数的求导法则做了进一步推广，并给出了相应的求导举例。

7.Exponent says its analysts deal with everything from cars and roller coasters to oil RIGS and hip replacements.

Exponent说他们的分析包罗万象，从汽车到过山车，从钻油平台到髋关节替代装置。

8.He is a leading exponent of modern architecture.

他是现代建筑的主要倡导者。

9.As an exponent of classical music, she has performed in many prestigious venues.

作为古典音乐的代表，她在许多著名场馆演出过。

10.The scientist is an exponent of sustainable energy solutions.

这位科学家是可持续能源解决方案的倡导者。

11.He is an exponent of the theory of relativity.

他是相对论理论的支持者。

12.She is a well-known exponent of feminist literature.

她是女性主义文学的知名倡导者。

作文

In the world of mathematics, an exponent is a crucial concept that represents the power to which a number, known as the base, is raised. For example, in the expression 2^3, the number 3 is the exponent, indicating that 2 is multiplied by itself three times, resulting in 8. This simple yet powerful idea has far-reaching implications not only in mathematics but also in various fields such as science, engineering, and finance. Understanding the role of an exponent can enhance our ability to solve complex problems. In algebra, for instance, the laws of exponents allow us to simplify expressions and solve equations more efficiently. When we encounter terms like x^a * x^b, we can apply the rule that states we should add the exponents, yielding x^(a+b). This principle helps streamline calculations and make sense of large numbers, particularly in exponential growth scenarios, such as population studies or compound interest calculations. Beyond mathematics, the term exponent can also refer to a person who advocates for or supports a particular cause or idea. In this context, an exponent is someone who passionately promotes a specific viewpoint or philosophy, often working to persuade others to adopt similar beliefs. For instance, in the realm of environmentalism, individuals like Greta Thunberg serve as prominent exponents of climate action, using their platforms to raise awareness and inspire change. The dual meaning of exponent illustrates the versatility of language and how one term can encapsulate both mathematical principles and human advocacy. This versatility is essential in effective communication, as it allows us to convey complex ideas succinctly. When writing about topics that involve both quantitative data and qualitative arguments, recognizing the different connotations of words like exponent can enrich our writing and enhance our persuasive abilities. Moreover, the influence of exponents in society cannot be overstated. Historical figures such as Martin Luther King Jr. and Mahatma Gandhi acted as exponents of nonviolent resistance, advocating for civil rights and social justice through peaceful means. Their legacies continue to inspire movements worldwide, demonstrating how the actions of a single exponent can lead to monumental changes in society. In conclusion, the term exponent serves as a bridge between the realms of mathematics and societal influence. Whether we are discussing the mathematical operations involving powers or the passionate advocacy of individuals, understanding the concept of exponent enhances our comprehension of both numerical relationships and the power of human agency. By recognizing the significance of exponents in various contexts, we can better appreciate the interconnectedness of knowledge and social change, ultimately fostering a more informed and engaged society.

在数学世界中，exponent是一个至关重要的概念，表示一个数字（称为基数）被提升到的幂。例如，在表达式2^3中，数字3就是exponent，表明2被自身相乘三次，结果为8。这个简单而强大的思想不仅在数学中具有深远的意义，而且在科学、工程和金融等各个领域也有广泛应用。 理解exponent的作用可以增强我们解决复杂问题的能力。例如，在代数中，指数法则使我们能够更有效地简化表达式和解方程。当我们遇到像x^a * x^b这样的项时，我们可以应用一个规则，指出我们应该将指数相加，从而得到x^(a+b)。这一原则有助于简化计算并理解大数字，特别是在指数增长场景中，如人口研究或复利计算。 除了数学，术语exponent也可以指一个倡导或支持特定事业或观点的人。在这种情况下，exponent是一个热情地推广特定观点或哲学的人，通常致力于说服他人接受类似的信念。例如，在环保领域，像格雷塔·通贝里这样的人物就是气候行动的杰出exponent，利用他们的平台提高意识并激励变革。 exponent的双重含义说明了语言的多样性，以及一个术语如何能够概括数学原理和人类倡导。这种多样性在有效沟通中至关重要，因为它使我们能够简洁地传达复杂的思想。当我们写作涉及定量数据和定性论证的话题时，认识到像exponent这样的词的不同内涵，可以丰富我们的写作并增强我们的说服能力。 此外，exponents在社会中的影响不可小觑。历史人物如马丁·路德·金和甘地作为非暴力抵抗的exponents，通过和平手段倡导民权和社会正义。他们的遗产继续激励全球的运动，证明一个exponent的行动可以导致社会的重大变化。 总之，术语exponent在数学和社会影响的领域之间架起了一座桥梁。无论我们是在讨论涉及幂的数学运算，还是个人的热情倡导，理解exponent的概念都增强了我们对数字关系和人类行为力量的理解。通过认识到exponents在不同背景下的重要性，我们可以更好地欣赏知识与社会变革之间的相互联系，最终促进一个更有见识和参与感的社会。