axis of ordinates

简明释义

纵座标轴

英英释义

例句

1.The intersection of the x-axis and the axis of ordinates (纵坐标轴) is called the origin.

x轴和axis of ordinates (纵坐标轴)的交点称为原点。

2.In a standard Cartesian coordinate system, the vertical line is known as the axis of ordinates (纵坐标轴).

在标准的笛卡尔坐标系中，垂直线被称为axis of ordinates (纵坐标轴)。

3.When graphing a function, you plot the y-values along the axis of ordinates (纵坐标轴).

在绘制函数时，你需要在axis of ordinates (纵坐标轴)上绘制y值。

4.To find the value of y, look at the point on the axis of ordinates (纵坐标轴) corresponding to your x-value.

要找到y的值，请查看与您的x值对应的axis of ordinates (纵坐标轴)上的点。

5.In this graph, the axis of ordinates (纵坐标轴) represents temperature in degrees Celsius.

在这个图表中，axis of ordinates (纵坐标轴)表示摄氏度的温度。

作文

In the realm of mathematics and geometry, the understanding of graphs and their components is essential for interpreting data effectively. One key concept that often arises in this context is the axis of ordinates, which refers to the vertical line on a Cartesian coordinate system. This line is crucial as it represents the range of values for the dependent variable in a given function or equation. In simpler terms, the axis of ordinates allows us to visualize how changes in one variable affect another, making it a fundamental tool for analysis. To delve deeper into its significance, let’s consider an example involving a simple linear equation, such as y = 2x + 3. In this case, if we were to plot this equation on a graph, the axis of ordinates would represent the values of 'y', while the horizontal line, known as the axis of abscissas or x-axis, would represent the values of 'x'. By plotting various points on this graph, we can see how 'y' changes as 'x' increases or decreases. The ability to interpret the axis of ordinates is not just limited to linear equations. It extends to more complex functions, such as quadratic or exponential equations. For instance, when dealing with a quadratic function like y = x², the axis of ordinates assists us in identifying the vertex of the parabola, as well as the points where the curve intersects the y-axis. Understanding these intersections is vital for solving real-world problems, such as determining maximum profit in a business scenario or predicting population growth over time. Moreover, the axis of ordinates plays an important role in statistical analysis. In statistics, we often create scatter plots to evaluate the relationship between two variables. The vertical axis of ordinates typically represents the dependent variable, while the horizontal axis represents the independent variable. By examining the distribution of points on the graph, we can infer correlations and make predictions based on observed trends. In conclusion, the axis of ordinates is more than just a line on a graph; it is a powerful tool that enables us to visualize and analyze relationships between variables across various fields, including mathematics, science, and economics. Mastering the interpretation of this axis enhances our ability to understand complex data and make informed decisions. Therefore, whether you are a student learning about graphs for the first time or a professional using data analysis in your work, grasping the concept of the axis of ordinates is crucial for success in any analytical endeavor.

在数学和几何的领域中，理解图表及其组成部分对于有效地解释数据至关重要。一个常常出现的关键概念是纵坐标轴，它指的是笛卡尔坐标系中的垂直线。这条线是至关重要的，因为它表示给定函数或方程中因变量的值范围。简单来说，纵坐标轴使我们能够可视化一个变量的变化如何影响另一个变量，使其成为分析的基本工具。为了更深入地探讨其重要性，让我们考虑一个涉及简单线性方程的例子，例如y = 2x + 3。在这种情况下，如果我们在图上绘制这个方程，纵坐标轴将表示'y'的值，而水平线，即横坐标轴或x轴，将表示'x'的值。通过绘制各种点在这个图上，我们可以看到'y'如何随着'x'的增加或减少而变化。对纵坐标轴的理解不仅限于线性方程。它还扩展到更复杂的函数，例如二次函数或指数函数。例如，在处理像y = x²这样的二次函数时，纵坐标轴帮助我们识别抛物线的顶点，以及曲线与y轴相交的点。理解这些交点对于解决现实世界的问题至关重要，比如确定商业场景中的最大利润或预测人口随时间的增长。此外，纵坐标轴在统计分析中也扮演着重要角色。在统计学中，我们经常创建散点图来评估两个变量之间的关系。垂直的纵坐标轴通常代表因变量，而水平轴则代表自变量。通过检查图上点的分布，我们可以推断出相关性，并根据观察到的趋势做出预测。总之，纵坐标轴不仅仅是图表上的一条线；它是一个强大的工具，使我们能够在数学、科学和经济等各个领域可视化和分析变量之间的关系。掌握这一坐标轴的解释增强了我们理解复杂数据和做出明智决策的能力。因此，无论你是首次学习图表的学生还是在工作中使用数据分析的专业人士，理解纵坐标轴的概念对任何分析工作都是至关重要的。