2. Infer from one example to another. We should master as many problem-solving methods as possible, so that we can spread our thinking and cultivate the habit of analysis. So as to find the best solution and the best answer. Analyze the contents of each chapter and make them interrelated. We should integrate what we have learned and the knowledge before and after. This can help us to understand the knowledge system and content systematically and deeply.
3. Compare similar concepts and laws with formulas, find out their similarities and differences and connections, and deepen understanding and memory. Make knowledge organized and systematic.
4. Pay attention to key issues. The knowledge points in each chapter will have several key issues. Nine times out of ten, you can master the contents of this chapter as long as you master the methods of solving key problems. Learn to split and combine problems. Analyze and solve typical problems from multiple angles and aspects, and summarize basic laws and methods.
5. Listen carefully in class and do the following three things: 1. Look focused and stick to the lecture ideas; Second, be good at taking notes; Third, actively answer questions and dare to ask questions.
6. Do more questions. Doing problems is the most effective way to consolidate knowledge. The wrong textbook of mathematics is particularly important.
7. You don't need to do three kinds of topics in the reference book: you don't need to do topics that have been fully mastered, you don't need to do topics that are beyond the exam outline, and you don't need to do topics that are too biased and strange. We must do a good job in reviewing in winter and summer vacations. Review last semester's courses and strengthen weak links; Preview what you will learn next semester.
8. If you want to be a master of mathematics, you should pay special attention to the comprehensive questions and difficult questions, that is, the last one or three big questions on the test paper. This is the key point to widen the score gap between you and your classmates. Avoid rigidly applying formulas. Induction is very important, one is to induce scientific thinking methods, and the other is to induce solutions to important problems.
9. Be familiar not only with the vertical connection of knowledge, but also with the horizontal connection and reverse connection of knowledge, so as to reach a handy level.