How to learn mathematics well in high school, especially in the liberal arts?

Regardless of liberal arts, science, and mathematics, you must do more problems, and you will be proficient in doing more problems, in addition to doing problems, of course, you should also pay attention to summarizing, using textbooks as basic clues and then understanding the topics of each chapter. The specific recommendations are as follows:

1. Make up for mathematics during the holidays, learn the basic methods of mathematics as soon as possible and make up for the mathematical knowledge that has been pulled down;

2. Usually preview before class, know what you may not understand in this class, and pay attention to listen carefully;

3. Do more exercises, and if you understand in class, you can only say that you will be 1 10, and there are most of the other things that you can't do, so you should consolidate the content of the textbook, expand the content of the textbook, and improve the content of the textbook by doing questions.

If you do the above, I believe you will be able to learn math well.

I think that first of all, you should be familiar with mathematical formulas (you can understand the derivation process of formulas when you have free time, so as to facilitate the understanding and application of formulas);

Then classify the relevant formulas within which type of problem they are used (a large number of exercises are used for this purpose);

secondly, there is no need to deepen the impression of the content that you are proficient in, but focus on the weak links;

When reviewing the night before each exam, focus on strengthening the memorization of the formulas, especially the scope of use of the formulas;

When you really can't do it during the exam, list the part of the formula used in the question, and then set it up (except for geometry that needs to be used as an auxiliary line, and the question type for doing auxiliary lines is generally relatively fixed).

There are actually very few questions in the college entrance examination extension class. I feel that it is still necessary to master the most basic formula concepts, otherwise I will definitely not be able to remember which formulas to use and when to use them in the college entrance examination. Relying on the sea of questions alone, there is no systematic concept, and when manpower is finally exhausted, only by mastering the foundation can we not change to all changes.

After reading the answers to the 150-point papers, at least 110-130 points, you will feel that this is the case, rather than that it is really a rare question.

Start with the basic concepts and exercises, understand as the basic self-test standard, strive to keep up with the progress of the review, give up some comprehensive and difficult questions, and improve in a down-to-earth manner.

Don't think that math doesn't need notes, math needs to record definitions, problem solving ideas, and typical example problem solving methods. Therefore, it is very important to have a good notebook, and then it is to pick good example questions, and refine them in various exams, which will have good results!

Do exercises based on books, understand the example questions, make sure you can draw inferences, and write down the teacher's example questions in class to make sure that you can also draw inferences, so you can do it.

In fact, it is not very difficult to learn mathematics well, and it must be helpful to memorize the definitions in math books