1 general review guide: review all the contents of mathematics in general. It is required that every test center cannot be ignored. Some test sites may be few, others are difficult, but we can't let them go. Don't take chances. The first round of review is mainly about knowledge, not test sites.
2 essential reference books:
Li Yongle Li Zhengyuan's math review book+Wendeng Chen's math review guide.
Comparison of two books:
Yongle emphasizes that the foundation is comprehensive and the difficulty is moderate, and judging from the examinations in the past three years, the whole book is more suitable for postgraduate entrance examination.
Wendeng's emphasis on skill is difficult. I suggest you use Li Yongle's.
How to use reference books:
Li Yongle, the first round is enough. You don't need to read the textbook. If you encounter difficulties, you will double the content. The way is to look at the previous examples, do it by yourself, do the following exercises after learning, and then you can do it without deliberately looking for other materials to do it. Remember that the first round of review should be comprehensive and solid!
It is highly recommended to buy another copy of Li Yongle's Golden List Mathematics Series "Guidance Notes on Linear Algebra".
You don't have to pass 660 questions on the basis of mathematics, but it is very good as a basic exercise in the early stage.
The second round: mainly do real questions and exercises. The second round is mainly to cultivate your problem-solving ability, speed and accuracy. It doesn't matter if you can't do it at first. After doing several sets of questions, you will gradually get into the state and get better and better.
The real question over the years: Yongle's "Analysis of Examination Questions over the Years"
Other recommendations: Wendeng Chen's White Paper for Postgraduate Entrance Examination (it seems to be a real topic analysis, a very good book, and this book is very good at drawing inferences).
Exercise questions:
Li Yongle's 400 classic mathematical simulation questions. The content is comprehensive, the topic is novel, the real question is a bit difficult, and it is quite valuable. Although there are only 10 sets of 400 questions, that is, 230 questions, and the content does not change much every year. If you can use old books, you don't need to buy new ones.
Wendeng Chen's "Simulation 15 Set of Questions" is also good.
Comparatively speaking, 400 questions are more difficult, and I like to entangle some details, but it is good for checking leaks and filling gaps. In fact, the 15 set of questions is not bad, which is easier than his review guide.
Generally, you do math in the morning, and the time is strictly three hours. Don't do it if you exceed it. After you finish writing, carefully analyze it from beginning to end, look at the standard answer and compare it with yourself. Although you did it right, some may not be as comprehensive as the standard answer. Copy the wrong questions in the notebook.
The third round;
Mathematics final sprint beyond 135 points; Or Wendeng's "problem sets and exercises" as a final sprint to check for leaks. In addition to the final sprint, there is also a set of simulation questions to be done every 3 or 4 days to keep the feel of the exam. As for the results of the mock exam, don't worry too much. The difference between mock exam and real exam is quite big.
Simulation problem recommendation: Bowen's simulation problem (recommendation index Samsung) and the simulation problem (Samsung) for testing bugs can be downloaded to Hegong University, and the best problem (four stars) is closer to the real problem.
Note: (Recommended remedial classes and reference books)
1 regarding the math tutorial class, it is recommended not to apply! ! ! Before I began to review by myself, I slept there for nothing. After you start reviewing, there is not much overlap with your review plan, and going once every long time can't be a system. In fact, the most important thing in mathematics is to do your own problems, analyze and summarize them. You can download the online courseware of New Oriental if you have the conditions.
It is best to give a lecture on linear algebra in Yongle in 2005, which is very classic, and the lecture on probability of cost is also very classic. In principle, if you can watch it by yourself, you don't need courseware, because attending classes is a waste of time. If the foundation is really bad, go to class.
After a round of review, you can sign up for the class. More useful.
Take notes in math.
Finally, there is no shortcut to mathematics. The first round was solid and comprehensive. In the second round, it is impossible to do more questions and do them thoroughly. It is impossible to get high marks by doing fewer problems and then play in the examination room.
This is also the experience of my seniors and sisters who took the online postgraduate entrance examination. I think it's good, so I'll share it with you.