graphic formula

简明释义

1. 图解式; 2. 结构式;

英英释义

例句

1.The chemist used a graphic formula to illustrate the molecular structure of the compound.

化学家使用图形公式来说明该化合物的分子结构。

2.The software includes a feature to create graphic formulas for various scientific equations.

该软件包括一个功能，可以为各种科学方程式创建图形公式。

3.In the presentation, the engineer displayed a graphic formula to explain the design process.

在演示中，工程师展示了一个图形公式来解释设计过程。

4.Using a graphic formula, the artist conveyed the relationship between shapes and colors.

艺术家通过图形公式传达了形状与颜色之间的关系。

5.The teacher provided a graphic formula for students to visualize the mathematical concepts.

老师提供了一个图形公式，以帮助学生可视化数学概念。

作文

In the field of mathematics and science, the term graphic formula refers to a visual representation of a mathematical relationship or equation. This concept is crucial for students and professionals alike as it allows for a better understanding of complex ideas through visualization. For instance, when learning about quadratic equations, students often encounter the standard form of a quadratic equation, which is expressed as ax² + bx + c = 0. However, what many do not realize is that this equation can be represented graphically, allowing one to see the parabola's shape and its intersection with the x-axis. This graphical representation is known as the graphic formula of the quadratic equation.The importance of graphic formula in education cannot be overstated. Visual aids help in grasping abstract concepts, making them more accessible. For example, when teaching the concept of slope in algebra, educators often utilize graphs to illustrate how the slope of a line represents the rate of change. By using a graphic formula, students can visually interpret how different values of x and y relate to each other, leading to a deeper understanding of linear relationships.Moreover, in the realm of physics, graphic formula plays a significant role in conveying information about motion and forces. A velocity-time graph, for example, provides insights into an object's acceleration and deceleration. By interpreting the graph, one can determine the speed of an object at any given moment, identify periods of rest, and calculate the total distance traveled. This visual approach simplifies the analysis of physical phenomena, making it easier for students to connect theoretical concepts with real-world applications.In addition to education, the application of graphic formula extends to various fields such as engineering, economics, and computer science. Engineers often rely on graphical representations to visualize data trends, analyze structural integrity, and optimize designs. In economics, supply and demand curves are examples of graphic formula that illustrate market behaviors and price equilibrium. Similarly, in computer science, algorithms can be represented graphically to enhance understanding and improve communication among developers.Furthermore, the advent of technology has revolutionized the way we create and interpret graphic formula. With software tools and applications, individuals can generate complex graphs and models with ease. This accessibility has democratized knowledge, enabling more people to engage with and understand data. As a result, the ability to interpret graphic formula has become an essential skill in today's data-driven world.In conclusion, the concept of graphic formula serves as a bridge between abstract mathematical principles and practical applications. By utilizing visual representations, learners can enhance their comprehension of complicated topics across various disciplines. Whether in mathematics, science, engineering, or economics, the significance of graphic formula lies in its ability to simplify complex information and foster a deeper understanding of the relationships that govern our world. As we continue to advance technologically, the importance of mastering graphic formula will only grow, making it an invaluable tool for future generations.

在数学和科学领域，术语graphic formula指的是数学关系或方程的视觉表示。这个概念对学生和专业人士来说至关重要，因为它通过可视化使复杂的思想更容易理解。例如，在学习二次方程时，学生通常会遇到二次方程的标准形式，即ax² + bx + c = 0。然而，许多人没有意识到这个方程可以通过图形表示，从而让人们看到抛物线的形状及其与x轴的交点。这种图形表示被称为二次方程的graphic formula。graphic formula在教育中的重要性不容小觑。视觉辅助工具有助于掌握抽象概念，使其更易于获取。例如，在教授代数中斜率的概念时，教育工作者常常利用图表来说明直线的斜率如何表示变化率。通过使用graphic formula，学生可以直观地解释x和y的不同值之间的关系，从而更深入地理解线性关系。此外，在物理学领域，graphic formula在传达运动和力的信息中也发挥着重要作用。例如，速度-时间图提供了关于物体加速和减速的见解。通过解释图表，人们可以确定物体在任何给定时刻的速度，识别静止的时间段，并计算总行程。这种视觉方法简化了对物理现象的分析，使学生更容易将理论概念与现实世界应用联系起来。除了教育之外，graphic formula的应用还扩展到工程、经济学和计算机科学等各个领域。工程师经常依赖图形表示来可视化数据趋势、分析结构完整性和优化设计。在经济学中，供需曲线是graphic formula的例子，说明市场行为和价格均衡。同样，在计算机科学中，算法可以通过图形表示来增强理解并改善开发人员之间的沟通。此外，科技的出现彻底改变了我们创建和解释graphic formula的方式。借助软件工具和应用程序，个人可以轻松生成复杂的图表和模型。这种可及性使知识民主化，使更多人能够参与和理解数据。因此，理解graphic formula的能力已成为当今数据驱动世界中的一项基本技能。总之，graphic formula的概念在抽象数学原理和实际应用之间架起了一座桥梁。通过利用视觉表示，学习者可以增强对各个学科复杂主题的理解。无论是在数学、科学、工程还是经济学中，graphic formula的重要性在于它能够简化复杂信息并促进对支配我们世界的关系的更深刻理解。随着技术的不断进步，掌握graphic formula的重要性只会增加，使其成为未来几代人不可或缺的工具。