I've never been good at math. In fact, I don't have a mature mathematical thinking if I'm not good at math. This liberal arts student has no choice. I am a science student, and my math has always been unsatisfactory. But in the end, in the third year of high school, the first model, the second model, the third model and the fourth model have all improved obviously, and the mathematics in the college entrance examination has not been restrained. Summarize the following methods: 1, you must listen to the examples carefully in class. Please note that understanding is the most important thing, and notes are secondary and can be the best. Because I can't find my own way to solve the problem, I need to imitate it well and apply the method explained by the teacher. 2, to do the problem needs to guide thinking, that is, to understand the basic solution of what kind of problem, ABCDE several methods to set, more skilled methods to do the problem will be faster, because you have a feeling that this problem is estimated to be CD two methods. Just try c and d. Of course, some tips can be mastered as much as possible, which can speed up the problem solving. 3, for homework, we must do meaningful topics, that is to say, do topics that are helpful to ourselves and what topics are helpful. A, it's not a super finale, but I can't do it myself. B, can do it but not skilled. What do you mean unskilled? It's just that when I look at the problem, I don't know how to solve it at once

Hehe, the above is my experience. If you have questions, you can add QQ to answer them in detail.