1, Mathematical Abstraction: Students can understand and master basic mathematical concepts, principles and ideas, abstract mathematical models from specific problems, and use these concepts, principles and ideas to solve practical problems.
2. Logical reasoning: Students can use logical reasoning to explore and discover mathematical laws and conclusions, and can use these conclusions and laws to solve practical problems.
3. Mathematical modeling: Students can use mathematical language, symbols and models to describe and solve mathematical problems in real life, and can understand and master the basic concepts and principles of mathematics through the modeling process.
4. Operation ability: Students can correctly use mathematical tools for operations, including numerical calculation, algebraic operation, geometric measurement, etc. And can discover and explore mathematical laws and conclusions through operations.
5. Intuitive imagination: Students can understand and explore the forms and relationships of mathematical figures, images and spaces through intuitive imagination, and can use these forms and relationships to solve practical problems.
6. Data analysis: Students can collect, sort out, analyze and interpret data, discover and explore the laws and characteristics of data through data analysis, and provide support for solving practical problems.
Skills to learn mathematics well:
1. Establish mathematical thinking: Mathematics is not only a calculation tool, but also a way of thinking and the ability to solve problems. To learn mathematics well, we must first understand and master the basic concepts, principles and ideas of mathematics, and be able to use these concepts, principles and ideas to solve practical problems. The establishment of mathematical thinking needs more thinking, exploration and summary, and a deeper understanding of the essence and significance of mathematics.
2. Practice math problems: Mathematics is a subject that needs a lot of practice. Through continuous practice, we can consolidate basic knowledge, improve problem-solving ability, and cultivate mathematical thinking and problem-solving ability. In practice, we should pay attention to quality rather than quantity, deeply understand the mathematical knowledge and ideas in the topic, and constantly sum up the methods and skills of solving problems.
3. Cooperate with others: Math learning needs cooperation with others. Through communication and cooperation with classmates, teachers or other learners, we can learn from each other, help each other and inspire each other to improve learning efficiency and problem-solving ability. When cooperating with others, we should respect their views and ideas, actively listen to their opinions and suggestions, and constantly improve our learning methods and ways of thinking.