numerical statement

简明释义

统计报表

英英释义

例句

1.In mathematics, a numerical statement can be an equation that represents a relationship between numbers.

在数学中，数字陈述可以是表示数字之间关系的方程。

2.During the presentation, she made a numerical statement about the company's growth that impressed the investors.

在演示过程中，她关于公司增长的数字陈述给投资者留下了深刻印象。

3.The report included a numerical statement that showed a 20% increase in sales over the last quarter.

报告中包含了一个数字陈述，显示上个季度销售额增长了20%。

4.A numerical statement is essential in scientific research to provide clear data and support findings.

在科学研究中，数字陈述是至关重要的，以提供清晰的数据并支持研究结果。

5.The budget proposal contained a numerical statement detailing projected expenses for the upcoming year.

预算提案中包含了一个数字陈述，详细说明了明年的预计开支。

作文

In the realm of mathematics and statistics, a numerical statement is an expression that conveys quantitative information through numbers. This concept is fundamental to various fields, including economics, engineering, and the natural sciences. A numerical statement can take many forms, such as equations, inequalities, or simple data representations. Understanding how to interpret and utilize these statements is crucial for anyone engaged in analytical tasks. For instance, consider the statement: 'The population of a city increased by 10% over the last year.' This is a clear numerical statement that provides specific information about demographic change. The use of a percentage allows us to understand the growth relative to the previous population size, showcasing how numerical statements can effectively communicate complex ideas in a straightforward manner.Moreover, numerical statements are not limited to descriptive purposes; they also play a critical role in decision-making processes. For example, businesses often rely on numerical statements to assess their performance. A company might report its quarterly earnings as '$2 million in profit,' which is another example of a numerical statement. Such figures allow stakeholders to gauge the financial health of the organization and make informed decisions based on that data.In scientific research, numerical statements are essential for presenting findings. Researchers often publish their results in the form of numerical statements, such as 'The experiment yielded a temperature increase of 5 degrees Celsius.' This type of statement not only communicates the outcome of the research but also allows others to replicate the study or build upon it in future work.Furthermore, the clarity provided by numerical statements is invaluable in educational settings. Teachers use these statements to illustrate mathematical concepts, such as averages or ratios. For example, when discussing the average score of a class, a teacher might say, 'The average score was 75 out of 100.' This numerical statement helps students understand performance metrics and encourages them to think critically about their own scores.However, it is important to remember that while numerical statements provide valuable information, they must be interpreted correctly. Misunderstanding a numerical statement can lead to incorrect conclusions. For instance, if someone misinterprets a statement about a population increase as a decrease, it could result in misguided policy decisions. Therefore, developing strong numeracy skills is vital for interpreting numerical statements accurately.In conclusion, numerical statements serve as a bridge between raw data and meaningful insights across various domains. They enable effective communication of quantitative information, inform decision-making, and enhance educational experiences. As we navigate an increasingly data-driven world, the ability to comprehend and apply numerical statements will remain an essential skill for individuals in all walks of life.

在数学和统计的领域中，数值陈述是通过数字传达定量信息的表达。这一概念对于经济学、工程学和自然科学等多个领域至关重要。数值陈述可以采取多种形式，例如方程、不等式或简单的数据表示。理解如何解释和利用这些陈述对于任何从事分析任务的人来说都是至关重要的。例如，考虑以下陈述：“某城市的人口在过去一年中增加了10%。”这是一个清晰的数值陈述，提供了关于人口变化的具体信息。使用百分比使我们能够理解相对于先前人口规模的增长，展示了数值陈述如何有效地以简单明了的方式传达复杂的思想。此外，数值陈述不仅限于描述目的；它们在决策过程中也发挥着关键作用。例如，企业通常依赖于数值陈述来评估其绩效。一家公司可能会报告其季度收益为“200万美元的利润”，这又是一个数值陈述的例子。这些数字使利益相关者能够评估组织的财务健康状况，并根据这些数据做出明智的决策。在科学研究中，数值陈述对于呈现研究结果至关重要。研究人员通常以数值陈述的形式发布他们的结果，例如“实验导致温度上升了5摄氏度”。这种类型的陈述不仅传达了研究的结果，还允许他人复制该研究或在未来的工作中在此基础上进行扩展。此外，数值陈述所提供的清晰性在教育环境中是无价的。教师利用这些陈述来说明数学概念，例如平均数或比例。例如，在讨论班级的平均分数时，教师可能会说：“平均分数为75分（满分100分）。”这个数值陈述帮助学生理解绩效指标，并鼓励他们批判性地思考自己的分数。然而，重要的是要记住，虽然数值陈述提供了有价值的信息，但必须正确解释。误解数值陈述可能导致错误的结论。例如，如果有人误解了关于人口增长的陈述为减少，这可能导致误导性的政策决策。因此，发展强大的数字能力对于准确解释数值陈述至关重要。总之，数值陈述作为原始数据与有意义的见解之间的桥梁，在各个领域发挥着作用。它们使定量信息的有效沟通成为可能，告知决策，并增强教育体验。随着我们在一个日益数据驱动的世界中导航，理解和应用数值陈述的能力将继续成为各行各业个人的重要技能。