However, it is not enough to learn mathematics only by these, nor is it a permanent cure. I have summarized some methods about mathematics before. You can have a look, for reference only. I hope they can help you.
1) Love math. When I was in high school, my classmates were basically very enthusiastic about math learning. No matter how much homework we have, we always do math first. The average math score of our class is ten points higher than that of another top class in every exam. Interest is always the best teacher.
2) Reasonable preview. The so-called rationality means simply previewing key and difficult knowledge points. Because of the heavy schoolwork in senior high school, it is impossible to have time and energy to preview every subject. For example, mathematics, such as simple contents as sets, vectors and trigonometric functions, is basically no problem to follow in class, but it is best to have a simple preview of important and difficult contents such as functions, series and analytic geometry. The teacher only needs to spend ten minutes watching the new lesson before speaking, mark the places that he finds difficult, and pay attention to the lecture in class.
3) Listen carefully. This is not nonsense. You must believe that the teacher must have spent a lot of time preparing for the last class.
4) Do the questions independently. Political history has little to do with occasionally copying answers, but for mathematics, if you don't think independently when doing homework exercises, you will never learn well. As far as our high school students with good grades are concerned, we copy Chinese and English, and never copy math. (er ... of course you can copy Chinglish, but you'd better not copy it. -)
5) Be diligent in practice. If you want to learn mathematics well, it is absolutely impossible without a certain problem-solving process. If the situation permits, you'd better buy yourself another information book (preferably a detailed problem-solving process), and one is enough. Then squeeze your own time to strengthen the practice of difficult knowledge points and then check the answers. At that time, most of us bought Wang Houxiong's Complete Textbook Interpretation, and I read all the functions, analytic geometry, inequalities and derivatives (the series is still almost the same, so the series is weak now). It's best to buy a book "May 3rd" in the summer vacation of Grade Two, and do a section every day.
(Attachment: The fifth point varies from person to person. If you can do the first point, then the fifth point will be much easier. )
6) About review. Not much to say about this, prepare a corrected version yourself. If you have nothing to do, just flip through it, especially two days before the exam, and the effect is very good.