binomial system

简明释义

1. 双名法; 2. 二名制;

英英释义

例句

1.The binomial system 二名法则 is used in genetics to classify organisms.

在遗传学中，binomial system 二名法则 被用来对生物进行分类。

2.The binomial system 二元系统 is essential for calculating the odds in gambling.

在赌博中，binomial system 二元系统 是计算赔率的基础。

3.In statistics, the binomial system 二项系统 helps in modeling the number of successes in a series of trials.

在统计学中，binomial system 二项系统 有助于建模一系列试验中的成功次数。

4.Understanding the binomial system 二项式系统 is crucial for anyone studying probability.

理解binomial system 二项式系统 对于任何学习概率的人来说都是至关重要的。

5.The binomial system 二元系统 can be applied to various fields, including economics and biology.

该binomial system 二元系统 可应用于经济学和生物学等多个领域。

作文

The concept of the binomial system is fundamental in various fields, particularly in mathematics and biology. In mathematics, the binomial system refers to the way we express numbers using two parts: a coefficient and a variable raised to a power. For instance, in the expression (a + b)^n, the terms a and b are the two components that can be manipulated according to the rules of algebra. The binomial system allows us to expand expressions systematically through the use of the binomial theorem, which states that (a + b)^n can be expanded into a series involving combinations of a and b raised to different powers. This is not only useful for theoretical mathematics but also has practical applications in statistics and probability, where it helps in calculating the likelihood of various outcomes.In biology, the binomial system takes on a different yet equally important meaning. It refers to the method of naming species using two Latin names, known as binomial nomenclature. Developed by Carl Linnaeus in the 18th century, this naming convention provides a standardized way to identify organisms, thus eliminating confusion caused by common names. For example, the scientific name for the domestic cat is Felis catus, where 'Felis' represents the genus and 'catus' signifies the species. This binomial system of naming is crucial for scientists across the globe as it allows for clear communication regarding species, facilitating research, conservation efforts, and biodiversity studies.Understanding the binomial system in both contexts highlights its versatility and importance. In mathematics, it serves as a foundational tool for problem-solving and understanding complex concepts. Students who grasp the binomial system will find themselves better equipped to tackle advanced topics such as calculus and statistics. On the other hand, in the realm of biology, the binomial system is essential for taxonomy, which is the science of classification. It enables researchers to categorize and study organisms in a systematic manner, promoting a better understanding of life on Earth.Moreover, the implications of the binomial system extend beyond academia. In everyday life, the principles derived from the binomial system can be applied in various decision-making processes. For example, when considering multiple options or outcomes, individuals often weigh the pros and cons, similar to how one would analyze different terms in a binomial expansion. This analytical approach fosters critical thinking and enhances one's ability to make informed choices.In conclusion, the binomial system is a powerful concept that permeates numerous disciplines. Whether in mathematics, where it aids in solving equations and understanding functions, or in biology, where it provides clarity in the classification of living organisms, the binomial system is indispensable. By appreciating its significance and applications, we can cultivate a deeper understanding of both the mathematical and biological worlds, ultimately enriching our knowledge and enhancing our problem-solving skills. The binomial system exemplifies how a simple concept can have profound implications across diverse fields, making it a vital area of study for anyone seeking to expand their intellectual horizons.

“二项系统”的概念在多个领域中都是基础的，特别是在数学和生物学中。在数学中，“二项系统”指的是我们用两个部分来表示数字的方式：一个系数和一个提高到某个幂的变量。例如，在表达式(a + b)^n中，a和b是可以根据代数规则进行操作的两个组成部分。“二项系统”允许我们通过使用二项定理系统地展开表达式，该定理指出(a + b)^n可以扩展为涉及不同幂次的a和b组合的系列。这不仅对理论数学有用，还有实际应用于统计和概率，帮助计算各种结果的可能性。在生物学中，“二项系统”则具有不同但同样重要的意义。它指的是使用两个拉丁名字来命名物种的方法，称为二名法。这个命名规范是由卡尔·林奈在18世纪发展起来的，提供了一种标准化的方式来识别生物，从而消除了由于常见名称造成的混淆。例如，家猫的科学名称是Felis catus，其中'Felis'代表属，'catus'表示种。这个“二项系统”的命名对于全球的科学家至关重要，因为它允许在物种之间进行清晰的交流，促进研究、保护工作和生物多样性研究。理解“二项系统”在这两种背景下突显了它的多样性和重要性。在数学中，它作为解决问题和理解复杂概念的基础工具。掌握“二项系统”的学生会发现自己更有能力应对诸如微积分和统计等高级主题。另一方面，在生物学领域，“二项系统”对于分类学至关重要，分类学是分类的科学。它使研究人员能够以系统的方式对生物进行分类和研究，促进对地球生命的更好理解。此外，“二项系统”的影响超越了学术界。在日常生活中，从“二项系统”衍生出的原则可以应用于各种决策过程中。例如，在考虑多个选项或结果时，个人通常会权衡利弊，这类似于分析二项展开中的不同项。这种分析方法培养了批判性思维，增强了人们做出明智选择的能力。总之，“二项系统”是一个强大的概念，渗透到众多学科中。无论是在数学中，帮助解决方程和理解函数，还是在生物学中，提供清晰的生物分类，“二项系统”都是不可或缺的。通过欣赏其重要性和应用，我们可以培养对数学和生物世界的更深入理解，最终丰富我们的知识，增强我们的解决问题的能力。“二项系统”展示了一个简单的概念如何在不同领域产生深远的影响，使其成为任何寻求扩展智力视野的人必学的领域。