How can I put it? Everyone has his own method, and it is impossible to copy it. Let me talk about my high school math method: \x0d\ 1. I will definitely do a lot of problems in high school, but doing too much is not necessarily good, mainly because I did it right. Even if I make a mistake, I want to know why I made a mistake, why I did it, and why I didn't think of it. \x0d\2。 Every time I do a problem, I know what it is. I should know the knowledge points it took when I saw it. I just need to find out these knowledge points, list the possible formulas, and then see if the conditions in the question conform to that formula. \x0d\3。 Wrong questions should be sorted out, and wrong questions should be done. Then there are the knowledge points you need to understand the principle, such as logarithm and exponent, why the two sides of the equal sign can be interchanged, and images. As long as you have a solid foundation, understand the principles and do more problems, it should be no problem to learn well. Of course, it is also a personal opinion, for reference only.