English review
I mainly tried to redo three things in the English review for the postgraduate entrance examination: 1, Zhang Jian's Yellow Book is very easy to read (Zhang Jian's analysis of real questions over the years is very good), 2, the real questions are well done (the real questions for the postgraduate entrance examination in recent ten years need to be done several times to have the most research value), and 3, the words and compositions are well recited (there are a lot of online materials, so you don't need to buy them). Persistence is the key to English review for postgraduate entrance examination. In fact, you can read additional materials, but it is recommended not to spend too much time, including articles such as Time magazine and The Economist.
I got 63 points in the above methods (undergraduate computer major, just because my English is average, otherwise I will go abroad directly. If you have a good foundation in English, you should score a few points more than me in this way. English above 60 can basically take the postgraduate entrance examination, and crossing the line is definitely no problem.
Mathematical review
Review the textbook:
Advanced Mathematics: Advanced Mathematics (Volume I and Volume II) edited by the Department of Applied Mathematics of Tongji University (green cover)
Linear Algebra: Linear Algebra edited by the Department of Applied Mathematics of Tongji University (purple cover).
Probability: probability theory and mathematical statistics edited by Zhejiang University (blue book)
View topic information:
Li Yongle and Wang Shian reviewed the whole book, and the basic passing score was 660. Li Yongle's books exceeded 135.
Math review is mainly about doing exercises. I did one of the tests at that time, using Li Yongle's review book (there is no Li Er version now, only Li Yongle and Wang Shian versions, which is not bad). I have always read the book three times (from the beginning, in sync with the textbook), so I can say that I have studied every question and know the knowledge points and practices involved. Also, for practice, the basic level 660 is a very good choice, and the small questions in it are very clever and can be studied as big questions. After practicing to a certain extent, start to do real questions. I have done it many times (at least 6 or 7 times) and summarized it repeatedly (the real question is very important). Finally, Li Yongle's books in the sprint stage exceeded 135, which is also very good. The most important thing in mathematics is to keep the problem-solving state. If you slack off for three days, your problem-solving level will drop.
I am a graduate student in the 12 exam. If you need to know anything, you can continue to ask. I hope I can help you.