First of all, mathematics, as a language, can help us describe and understand the relationship between graphs. For example, the concepts of points, lines and surfaces in geometry, as well as their various relationships, such as parallelism, perpendicularity and intersection, can be described and expressed in mathematical language.
Through mathematical language, we can more accurately describe and understand the shape, size, position and other characteristics of graphics, as well as the relationship between them.
Secondly, mathematics, as a tool, can help us with graphic operation and reasoning. For example, in geometry, we can use mathematical methods to calculate area, perimeter, volume and so on. Graphics, and geometric proof and reasoning. These mathematical methods and tools can not only help us solve practical problems, but also help us better understand the nature and laws of graphics.
Therefore, mathematics is not only a tool for operation and reasoning, but also a language for expressing graphic relations. Through mathematical language and tools, we can better describe and understand the relationship between graphics, perform graphic operations and reasoning, and thus better explore and discover various laws and phenomena in nature and human society.
It takes time and effort to cultivate interest in mathematics. Here are some suggestions:
Discover the beauty of mathematics;
Mathematics is not only numbers and formulas, but also contains many beautiful structures and patterns. For example, geometry, symmetry and golden section in mathematics can make people feel the beauty of mathematics. Only by appreciating the beauty of mathematics can we love mathematics more.
Solve practical problems:
Mathematics has many applications in real life, such as finance, science, engineering and other fields. By solving practical problems, we can better understand the importance and practicability of mathematics, thus increasing our interest in mathematics.