unit area

简明释义

单位面积

英英释义

例句

1.The energy consumption is analyzed on a unit area (单位面积) basis for efficiency.

能耗是基于单位面积的分析，以提高效率。

2.Real estate values are often expressed as price per unit area (单位面积).

房地产价值通常以每单位面积的价格来表示。

3.The cost of the material is calculated per unit area (单位面积).

材料的成本是按每单位面积计算的。

4.To determine the paint needed, you must know the unit area (单位面积) of the walls.

要确定所需的油漆量，你必须知道墙壁的单位面积。

5.In agriculture, yield is often measured in terms of production per unit area (单位面积).

在农业中，产量通常以每单位面积的生产量来衡量。

作文

In mathematics and physics, the concept of unit area is fundamental for understanding various phenomena. A unit area refers to a specific measure of space defined by a square with sides of one unit length. This simple yet powerful idea allows us to quantify and compare different areas in a standardized way. For example, when we talk about the area of a rectangle, we can express it in terms of unit area by calculating how many of these one-unit squares fit within the larger shape.Understanding unit area is crucial in fields such as geometry, where it serves as a foundation for more complex calculations. For instance, if we have a rectangle that measures 4 units by 3 units, we can find its area by multiplying these dimensions: 4 times 3 equals 12. This means that the rectangle contains 12 unit areas, which are the individual squares of one unit each. Moreover, the concept of unit area extends beyond simple shapes. In real-world applications, it is used in urban planning, agriculture, and even environmental science. For example, when assessing land use, planners might calculate the number of unit areas available for parks, residential buildings, or commercial spaces. This helps them make informed decisions about how to allocate resources effectively.In agriculture, farmers often measure their fields in terms of unit area to determine crop yields. If a farmer knows that they produce a certain amount of grain per unit area, they can estimate the total yield based on the size of their fields. This not only aids in planning but also in maximizing productivity and sustainability.The relevance of unit area can also be seen in environmental studies. Researchers might measure the impact of pollution or deforestation in terms of unit areas affected. By quantifying these changes, they can better understand the scale of environmental issues and advocate for appropriate measures to mitigate damage.Furthermore, the concept of unit area is essential in statistics, particularly in the field of data visualization. When creating graphs and charts, analysts often use unit areas to represent data points. Each unit area can symbolize a specific quantity or value, allowing for easy comparison between different datasets. This visual representation helps communicate complex information in a more digestible format.In conclusion, the term unit area encompasses a vital aspect of measurement and analysis across various disciplines. Whether in mathematics, urban planning, agriculture, or environmental science, understanding unit area allows individuals to quantify and analyze space effectively. As we continue to explore the world around us, the importance of unit area will undoubtedly remain significant, enabling us to make informed decisions based on measurable data. Thus, mastering the concept of unit area is not just an academic exercise; it is a practical skill that has real-world implications in numerous fields.

在数学和物理学中，单位面积的概念对于理解各种现象至关重要。单位面积是指由边长为一个单位的正方形定义的特定空间度量。这个简单而强大的理念使我们能够以标准化的方式量化和比较不同的面积。例如，当我们谈论一个矩形的面积时，我们可以通过计算有多少个这样的单位正方形适合在更大的形状内来用单位面积来表示它。理解单位面积在几何学等领域至关重要，它作为更复杂计算的基础。例如，如果我们有一个长4单位、宽3单位的矩形，我们可以通过将这些维度相乘来找到它的面积：4乘以3等于12。这意味着该矩形包含12个单位面积，即每个面积为一个单位的正方形。此外，单位面积的概念超越了简单的形状。在城市规划、农业甚至环境科学等现实应用中，它被广泛使用。例如，在评估土地使用时，规划人员可能会计算可用于公园、住宅建筑或商业空间的单位面积数量。这帮助他们做出有关如何有效分配资源的明智决策。在农业中，农民通常以单位面积来测量他们的田地，以确定作物产量。如果一位农民知道他们每单位面积生产一定数量的谷物，他们可以根据田地的大小估计总产量。这不仅有助于规划，还有助于最大化生产力和可持续性。单位面积的相关性也可以在环境研究中看到。研究人员可能会以受影响的单位面积来衡量污染或森林砍伐的影响。通过量化这些变化，他们可以更好地理解环境问题的规模，并倡导采取适当措施来减轻损害。此外，单位面积的概念在统计学中也至关重要，特别是在数据可视化领域。当创建图表和图形时，分析师通常使用单位面积来表示数据点。每个单位面积可以象征特定的数量或值，从而便于比较不同的数据集。这种视觉表现有助于以更易于消化的格式传达复杂信息。总之，单位面积这一术语涵盖了各个学科中测量和分析的重要方面。无论是在数学、城市规划、农业还是环境科学中，理解单位面积使人们能够有效地量化和分析空间。随着我们继续探索周围的世界，单位面积的重要性无疑仍将显著，使我们能够基于可测量的数据做出明智的决策。因此，掌握单位面积的概念不仅仅是一个学术练习；这是一项具有实际意义的技能，在众多领域具有实际影响。