After you finish the topic, you must sum it up carefully, so that you won't spend too much time and energy when you encounter similar problems in the future.
3. Have a comprehensive understanding of mathematical concepts, and don't generalize by partiality.
4. The ultimate goal of learning concepts is to solve specific problems with concepts. Therefore, we should actively use the mathematical concepts we have learned to analyze and solve related mathematical problems.
5. To master the problem-solving methods of various types of questions, consciously sum them up in practice, and slowly cultivate the analytical habits that suit you.
6. Actively improve the ability to comprehensively analyze problems, and analyze and understand with the help of text reading.
7. In learning, we should consciously pay attention to the transfer of knowledge and cultivate the ability to solve problems.
8. We can integrate the knowledge we have learned into a system by analogy.
9. Linking the contents of each chapter, comparing different chapters and truly integrating the knowledge before and after can help us to understand the knowledge system and content systematically and deeply.
10. In mathematics learning, we can find out their similarities and differences and connections by comparing similar concepts or laws with formulas, thus deepening our understanding and memory. Clear the relationship between mathematical knowledge, thoroughly understand the concept, know its derivation process, so that knowledge is organized and systematic.
1 1. When learning mathematics, we should not only pay attention to the types of questions, but also pay attention to the typical types of questions.
12. For some principles, theorems and formulas in mathematics, we should not only remember its conclusions, but also understand how this conclusion was reached.
13. When learning mathematics, remember and correctly describe the concepts and laws.
14. Pay attention to understanding, develop ideas, turn abstract into concrete, and gradually cultivate your interest in learning mathematics.
15. Proper concept classification can simplify the learned content, highlight the key points, clarify the context, and facilitate analysis, comparison, synthesis and concept.
16. The most taboo in mathematics learning is to be vague about what you have learned and confuse all the knowledge points. In order to avoid this situation, students should learn to write a "summary of knowledge structure".
17. Learn to split and combine questions, learn to analyze and solve typical questions from various angles, and summarize basic questions and basic laws and methods.
18. Summarize similar mathematical knowledge into an organic whole according to their relationship, so as to achieve the purpose of overall memory.
19. Conduct special training according to the characteristics of various types of questions, communicate with classmates and teachers more, learn from others, save time, improve the speed and quality of doing questions and improve adaptability.
20. Learn mathematics step by step. Only by laying a good foundation can we gradually improve.
2 1. The key to solving mathematical problems is to establish correct mathematical concepts, think from a mathematical perspective, and solve them with mathematical laws.
22. Listening carefully in class is an important part of laying a good foundation of mathematics and the fundamental way to firmly master basic knowledge.
23. When solving problems, we can try to use different methods, such as hypothesis method, special value method and holistic method.
24. Deeply understand the knowledge points, read the textbooks carefully, listen carefully, and combine understanding with practice.
25. Listening carefully can, on the one hand, better grasp the context of knowledge and deepen understanding, on the other hand, learn teachers' thinking methods of analyzing and solving problems.