transverse numeral

简明释义

横构件数船舶)横构件数

英英释义

例句

1.The transverse numeral 横向数字 on the map helps to locate the landmarks accurately.

地图上的transverse numeral 横向数字 有助于准确定位地标。

2.In the engineering drawing, the transverse numeral 横向数字 indicates the width of the component.

在工程图中，transverse numeral 横向数字 指示了组件的宽度。

3.In the statistical report, the transverse numeral 横向数字 provides a visual representation of the data trends.

在统计报告中，transverse numeral 横向数字 提供了数据趋势的可视化表示。

4.When analyzing the data, the transverse numeral 横向数字 represents the average scores across different categories.

在分析数据时，transverse numeral 横向数字 代表不同类别的平均分数。

5.The architect used a transverse numeral 横向数字 to specify the height of the building in relation to its width.

建筑师使用了一个transverse numeral 横向数字 来指定建筑物的高度与宽度的关系。

作文

In the realm of mathematics and data representation, the term transverse numeral refers to a specific type of numerical system that is utilized to convey information in a multidimensional space. Understanding this concept can be pivotal for students and professionals alike who are engaged in fields such as engineering, computer science, and data analysis. The transverse numeral system allows for the representation of numbers across various axes, enabling more complex data visualization and interpretation.To illustrate the importance of transverse numeral systems, consider the example of data visualization techniques used in modern analytics. Traditional numerical systems often rely on linear representations, which may not adequately capture the relationships between different variables. However, by employing a transverse numeral approach, analysts can represent data points in a way that highlights correlations and patterns that might otherwise go unnoticed.For instance, in a three-dimensional graph, a transverse numeral can help visualize how changes in one variable affect another across multiple dimensions. This is particularly useful in fields such as meteorology, where atmospheric data can be represented in three-dimensional models to predict weather patterns more accurately. By utilizing transverse numeral systems, meteorologists can analyze how temperature, pressure, and humidity interact in a spatial context, leading to better forecasting.Moreover, the application of transverse numeral extends beyond just scientific fields. In economics, for example, financial analysts use multidimensional data representations to assess market trends and consumer behavior. A transverse numeral approach allows them to plot various economic indicators against each other, providing a clearer picture of how different factors influence one another. This multidimensional analysis can lead to more informed decision-making and strategic planning.However, mastering the use of transverse numeral systems comes with its own set of challenges. One must develop a strong understanding of geometry and algebra to accurately interpret and manipulate these multidimensional representations. Additionally, software tools that facilitate the creation and analysis of transverse numeral data visualizations require training and practice to use effectively.In conclusion, the concept of transverse numeral plays a significant role in enhancing our ability to understand and analyze complex data. Whether in scientific research, economic analysis, or any other field that relies on numerical data, the ability to utilize transverse numeral systems can provide deeper insights and foster innovation. As we continue to advance in technology and data science, the importance of mastering such concepts will only grow, making it essential for students and professionals to embrace the challenges and opportunities presented by transverse numeral systems.

在数学和数据表示的领域中，术语transverse numeral指的是一种特定类型的数字系统，用于在多维空间中传达信息。理解这个概念对参与工程、计算机科学和数据分析等领域的学生和专业人士来说至关重要。transverse numeral系统允许在不同轴上表示数字，从而实现更复杂的数据可视化和解释。为了说明transverse numeral系统的重要性，考虑现代分析中使用的数据可视化技术的例子。传统的数字系统往往依赖线性表示，这可能无法充分捕捉不同变量之间的关系。然而，通过采用transverse numeral方法，分析师可以以突出相关性和模式的方式表示数据点，这些模式可能会被忽视。例如，在三维图中，transverse numeral可以帮助可视化一个变量的变化如何影响多个维度中的另一个变量。这在气象学等领域尤其有用，在这些领域，大气数据可以在三维模型中表示，以更准确地预测天气模式。通过利用transverse numeral系统，气象学家可以分析温度、压力和湿度在空间上下文中的相互作用，从而提高预报的准确性。此外，transverse numeral的应用不仅限于科学领域。在经济学中，例如，金融分析师使用多维数据表示来评估市场趋势和消费者行为。transverse numeral方法使他们能够将各种经济指标彼此绘制，从而提供更清晰的不同因素如何相互影响的图景。这种多维分析可以导致更明智的决策和战略规划。然而，掌握transverse numeral系统的使用也面临着一系列挑战。必须深入理解几何和代数，以准确解释和操作这些多维表示。此外，促进创建和分析transverse numeral数据可视化的软件工具需要培训和实践才能有效使用。总之，transverse numeral的概念在增强我们理解和分析复杂数据的能力方面发挥着重要作用。无论是在科学研究、经济分析还是任何其他依赖数字数据的领域，利用transverse numeral系统的能力都能提供更深刻的洞察力并促进创新。随着我们在技术和数据科学上的不断进步，掌握此类概念的重要性只会增加，因此学生和专业人士必须接受transverse numeral系统所带来的挑战和机遇。