1, review knowledge points: when brushing the questions, focus on the knowledge points that have not been mastered and write them down in your notes. By analogy, put all the questions together, and you will understand them thoroughly, and the score will come up.

2, sorting out the wrong questions: sorting out the papers, writing the wrong questions in the blank, you can use post-it notes. Always misread the roll paper. Out of order, the purpose is to urge yourself not to make mistakes again.

3. Collating notes: a summary of the methods and skills of classroom lectures; A book records the concepts of formula, memory and law. Keep checking.

4. About the paper: You can keep two copies of the paper (or copy it yourself), one for yourself and one for cutting. Strengthen reflection after doing the problem. We should use the ideas and methods of solving problems we are doing now to strengthen reflection. How to do the content of the questions, so as to make the knowledge into a series of questions and build a scientific network system with content and methods.

5. Review, summarize, and actively improve: The summary of math chapters is very important. In junior high school, teachers give students a summary, which is serious, in-depth and complete. High school students need to make their own summaries, and there is no time to review in class, and there is no clear time to make summaries.

6. Accumulate information at any time: pay attention to accumulating review materials. Organize class notes, exercises, unit tests and various papers in chronological order. Every time you read, you should mark the key contents of the next reading on it, so that the review materials can be more accurate and clear at a glance.

7. To learn mathematics, you must be able to read books and check for leaks. The basic test sites of mathematics are all from textbooks. People think that books have nothing to read because they don't know enough about textbooks. Every definition in the book should be understood in reverse, the meaning of every word should be deeply studied, and every example should be understood, so that mathematical formulas and deformation formulas can be derived.

8. Doing math problems is not just a method. As long as it is logical, you can draw a conclusion step by step, and you don't have to stick to the method taught by the teacher. It can also be used as graph method, trial value method and substitution method to do math problems. As long as you study hard, you can always learn math well.