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How to Review Mathematics for Postgraduate Entrance Examination
In the postgraduate entrance examination, mathematics and specialized courses are the two pillars to get high marks, and mathematics is the most difficult one, so it is very important to master the correct review methods. First of all, we should thoroughly understand the teaching materials, and the principles are as follows: 1. But all the preconditions in the theorem should be memorized and familiar with the details that may be extended. 2, but if the theorem gives the proof process, it must be skillfully deduced by itself. To master the above two points, textbooks are basically enough.

Secondly, make good use of math review books. The review method is as follows:

1, reviewing the whole book is like a stake in practicing martial arts. Need to strike again and again. Before the end of 10, 95% of the questions in it should be clear at a glance, and the accuracy rate should be above 90%.

2. Review the guide, and strongly recommend that Lao Chen's series and differential mean value theorems are accompanied by inequality proofs. It is possible to do these two chapters. The series of review books is suitable for practice, not for guidance, and guidance is done well in this piece. Make a guide first and then review the book; The same applies to the differential mean value theorem.

3, linear algebra course handout (Lao Li), line generation this kind of handout with video can help you get started quickly and master it to a certain extent. Please complete the handout and go back to the line generation section of the review book to make sure you are at home. By the way, the topic of line generation in Lao Li's review book is basically unparalleled, and the characteristics suitable for practice but not suitable for guidance can basically locate the nature of the book.

4. Probability There is really no tutorial book that can be worth a battle. After reading it for a long time, only the probability part of the book has been reviewed in the most detailed and in-depth way, or the old principles have been summarized into an outline book.