1. Curiosity: The development of mathematics began with human exploration and explanation of natural phenomena. Through observation, experiment and thinking, early humans began to understand and describe natural phenomena, such as day and night alternation, seasonal rotation and so on. This pursuit of knowledge has promoted the continuous development and evolution of mathematics.
2. Problem solving: Many problems in life need to be solved by mathematics. For example, how to distribute food fairly, how to calculate the date, how to predict the weather and so on. These problems stimulate the development of mathematics and provide a steady stream of motivation for mathematics.
3. The beauty of mathematics itself: Mathematics itself has the beauty of simplicity, symmetry and harmony, which attracts mathematicians to explore and discover constantly. For example, Euclid's Elements of Geometry showed the rigorous beauty of mathematics through the axiomatic system, which had a far-reaching influence on later mathematicians.
Contents of mathematics subjects:
1, Arithmetic: Arithmetic is one of the most basic subjects in mathematics, including basic concepts and operations such as integers, fractions, decimals and percentages. Arithmetic is the basis of learning mathematics, and it is also one of the most widely used mathematics fields in real life. Through the study of arithmetic, we can understand the relationship between quantity and quantity, perform basic mathematical operations and solve problems in daily life.
2. Algebra: Algebra is a branch of mathematics, which studies the method of expressing numbers by letters and the concepts and properties of algebra, equations and functions. Algebra plays an important role in mathematical research and practical application. Through the study of algebra, we can master the method of expressing numbers by symbols, understand the properties and solving methods of algebraic expressions and equations, study the properties and images of functions, and solve more complicated mathematical problems.
3. Geometry: Geometry is a branch of mathematics that studies the concepts of shape, size and position, including plane geometry, solid geometry and analytic geometry. Geometry is also widely used in mathematical research and practical application. By studying geometry, we can understand the essence and relationship of figures, master the methods of measurement and calculation, and study the transformation and movement of figures, thus further expanding our mathematical vision.