primary calculation

简明释义

原始计算

英英释义

例句

1.The accountant explained that the primary calculation for tax deductions is crucial for accurate filing.

会计解释说，税收减免的主要计算对准确报税至关重要。

2.The scientist's primary calculation indicated a significant correlation between the variables studied.

科学家的主要计算表明所研究变量之间存在显著相关性。

3.Before proceeding with the project, we need to finalize the primary calculation for the budget.

在继续项目之前，我们需要最终确定预算的主要计算。

4.In the research paper, the authors detailed their primary calculation methods for data analysis.

在研究论文中，作者详细介绍了他们的数据分析的主要计算方法。

5.The engineer performed the primary calculation to determine the load-bearing capacity of the structure.

工程师进行了主要计算以确定结构的承载能力。

作文

In the world of mathematics and data analysis, the term primary calculation often refers to the initial computations that form the basis for further analysis. Understanding these calculations is crucial for anyone involved in quantitative research or data-driven decision-making. A primary calculation can involve basic arithmetic operations like addition, subtraction, multiplication, and division, which are foundational to more complex mathematical concepts.Consider a scenario where a business is assessing its quarterly sales figures. The primary calculation would involve summing up all sales transactions to arrive at a total sales figure for the quarter. This number serves as a critical indicator of the company’s performance. Without accurate primary calculations, any subsequent analyses, such as profit margins or growth rates, would be flawed and potentially misleading.Moreover, primary calculations are not limited to simple arithmetic; they can also include more advanced statistical methods. For instance, when conducting a survey, researchers may need to calculate the mean or median of their data set as a primary calculation. These statistics provide essential insights into trends and patterns within the data, guiding researchers in making informed decisions.In educational settings, teaching students how to perform primary calculations is vital. It lays the groundwork for their future studies in mathematics and related fields. Students learn to approach problems systematically, ensuring that their primary calculations are accurate before moving on to more complex equations. This foundational knowledge is essential for success in higher-level math courses and real-world applications.In the context of programming and software development, primary calculations often take the form of algorithms that process data. Programmers must ensure that their primary calculations are efficient and accurate to optimize performance. Incorrect primary calculations can lead to software bugs or incorrect outputs, which can have significant consequences, especially in fields like finance or healthcare.Furthermore, in scientific research, primary calculations play a pivotal role in experimental design and data interpretation. Researchers conduct primary calculations to analyze their findings and draw valid conclusions. For example, in a clinical trial, the primary calculation might involve determining the average effect of a new drug compared to a placebo. Accurate primary calculations ensure that the research contributes valuable knowledge to the scientific community.In conclusion, primary calculations are fundamental to numerous fields, from business and education to science and technology. They serve as the building blocks for more complex analyses and decision-making processes. Mastering primary calculations is essential for anyone looking to excel in quantitative disciplines. By understanding and practicing these essential skills, individuals can enhance their analytical capabilities and contribute effectively in their respective domains.

在数学和数据分析的世界中，术语primary calculation通常指的是构成进一步分析基础的初步计算。理解这些计算对于任何参与定量研究或数据驱动决策的人来说都是至关重要的。primary calculation可以涉及基本的算术运算，如加法、减法、乘法和除法，这些是更复杂数学概念的基础。考虑一个企业评估其季度销售数字的场景。primary calculation将涉及汇总所有销售交易，以得出该季度的总销售额。这个数字是公司业绩的关键指标。如果没有准确的primary calculations，任何后续分析，例如利润率或增长率，都将是错误的，可能会误导。此外，primary calculations不仅限于简单的算术；它们还可以包括更高级的统计方法。例如，在进行调查时，研究人员可能需要计算数据集的平均值或中位数作为primary calculation。这些统计数据提供了对数据中趋势和模式的重要洞察，指导研究人员做出明智的决定。在教育环境中，教学生如何进行primary calculations至关重要。这为他们未来的数学学习和相关领域奠定了基础。学生们学习系统地解决问题，以确保他们的primary calculations准确，然后再转向更复杂的方程式。这种基础知识对于在高阶数学课程和现实应用中的成功至关重要。在编程和软件开发的背景下，primary calculations通常表现为处理数据的算法。程序员必须确保他们的primary calculations高效且准确，以优化性能。不正确的primary calculations可能导致软件缺陷或错误输出，这在金融或医疗等领域可能会产生重大后果。此外，在科学研究中，primary calculations在实验设计和数据解释中发挥着关键作用。研究人员进行primary calculations以分析他们的发现并得出有效的结论。例如，在临床试验中，primary calculation可能涉及确定新药与安慰剂相比的平均效果。准确的primary calculations确保研究为科学界贡献有价值的知识。总之，primary calculations在各个领域中都是基础，从商业和教育到科学和技术。它们作为更复杂分析和决策过程的构建块。掌握primary calculations对于任何希望在定量学科中脱颖而出的人来说都是必不可少的。通过理解和实践这些基本技能，个人可以增强他们的分析能力，并在各自的领域中有效贡献。