factoring

简明释义

英[ˈfæktərɪŋ]美[ˈfæktərɪŋ]

v. 将……分解成因子；（数字）可分解为因子；将（应收欠款）卖给代理商（factor 的现在分词）

n. 因素分解，因式分解；代理经营

英英释义

单词用法

同义词

反义词

例句

1.De-factoring: The process of removing functionality and replacing it with documentation.

拆除(De -factoring)：去掉功能，把它转化成文档的过程。

2.It was just 6% of total world factoring volumes in 1991, according to Factors Chain International.

据国际保理商联合会的数据，1991年中国仅占全球保理业务总量的6%。

3.One such is factoring, in which a company sells its invoices to a specialist lender at a discount to face value.

其中一个就是保理，是指公司将其应收款额相对市面价值的以一定折扣价出售给保理商。

4.We've mitigated that to some extent by factoring out the lookupService() method and passing just the reference name.

可以通过分解lookupService()方法和仅传递引用名称这样的措施在一定程度上缓解这个问题。

5.You can simplify the stylesheet by factoring out a common part of the expressions.

通过提取出表达式的常用部分，您可以对样式表进行简化。

6.You can ameliorate risk by factoring your project and refactoring the high-risk areas.

可以通过确定项目的各个要素和重构高风险区域，可减少风险。

7.The company is considering factoring its invoices to improve cash flow.

公司正在考虑应收账款融资以改善现金流。

8.By factoring their receivables, they were able to access funds quickly.

通过应收账款融资，他们能够快速获得资金。

9.Many small businesses use factoring as a way to manage their finances.

许多小企业使用应收账款融资来管理财务。

10.The factoring process involves selling invoices to a third party.

应收账款融资的过程涉及将发票出售给第三方。

11.After factoring their invoices, they received immediate payment.

在应收账款融资后，他们立即收到了付款。

作文

In mathematics, factoring is a fundamental process that involves breaking down an expression into a product of simpler expressions. This technique is essential not only in algebra but also in various fields such as engineering, economics, and computer science. Understanding factoring allows students to solve equations more efficiently and simplifies complex problems. For instance, when faced with a quadratic equation, one can use factoring to find its roots by expressing the equation in a factored form. This method provides a clearer insight into the nature of the equation and helps in graphing it accurately. Moreover, factoring plays a crucial role in simplifying fractions. By breaking down both the numerator and denominator into their prime factors, one can easily identify common factors and reduce the fraction to its simplest form. This skill is particularly useful in calculus, where simplification is often necessary before performing operations such as integration or differentiation. In the realm of finance, factoring takes on a different meaning. It refers to a financial transaction whereby a business sells its accounts receivable to a third party at a discount. This practice allows companies to receive immediate cash flow, which can be critical for maintaining operations and meeting expenses. Understanding this type of factoring can help entrepreneurs manage their cash flow effectively and make informed financial decisions. The concept of factoring can also be applied to problem-solving strategies in everyday life. For instance, when tackling a complex issue, breaking it down into smaller, manageable parts can lead to a more effective solution. This approach mirrors the mathematical process of factoring, where complex expressions are simplified into more understandable components. By applying this strategy, individuals can enhance their critical thinking skills and improve their ability to navigate challenges. In conclusion, factoring is a versatile concept that transcends its mathematical origins. Whether in solving equations, simplifying fractions, managing finances, or approaching daily problems, the principles of factoring provide valuable insights and tools. Embracing this concept can lead to improved analytical skills and a greater understanding of various disciplines. Therefore, it is essential for students and professionals alike to grasp the significance of factoring and apply it in their respective fields. This understanding not only enhances academic performance but also equips individuals with practical skills for real-world applications.

在数学中，factoring 是一个基本的过程，它涉及将一个表达式分解为更简单表达式的乘积。这种技术不仅在代数中至关重要，而且在工程、经济学和计算机科学等多个领域也很重要。理解 factoring 使学生能够更有效地解决方程，并简化复杂问题。例如，当面对一个二次方程时，可以使用 factoring 将其根以因式分解的形式表示。这种方法提供了对方程性质的更清晰的洞察，并有助于准确绘制图形。 此外，factoring 在简化分数中起着至关重要的作用。通过将分子和分母都分解为它们的质因数，可以轻松识别共同因子并将分数简化为最简单的形式。这项技能在微积分中尤为有用，因为在进行积分或微分等操作之前，通常需要简化。 在金融领域，factoring 则有着不同的含义。它指的是一种金融交易，其中企业以折扣价格将其应收账款出售给第三方。这种做法使公司能够立即获得现金流，这对于维持运营和满足开支至关重要。理解这种类型的 factoring 可以帮助企业家有效管理现金流并做出明智的财务决策。 factoring 的概念也可以应用于日常生活中的问题解决策略。例如，当面临一个复杂的问题时，将其分解为较小、可管理的部分可以导致更有效的解决方案。这种方法与数学中的 factoring 相似，其中复杂的表达式被简化为更易于理解的组成部分。通过应用这种策略，个人可以增强批判性思维能力，提高应对挑战的能力。 总之，factoring 是一个多才多艺的概念，超越了其数学起源。无论是在解决方程、简化分数、管理财务还是处理日常问题时，factoring 的原则都提供了宝贵的见解和工具。接受这一概念可以提高分析技能，加深对各个学科的理解。因此，学生和专业人士都必须掌握 factoring 的重要性，并在各自的领域中应用它。这种理解不仅提高了学业表现，还为个人提供了实际应用的技能。