This book contains the real questions of postgraduate entrance examination in recent 2 1 year, which are bound in sets and analytical volumes. The analysis is equipped with various solutions. After years of revision, the 2 1 set of real questions is not enough, and there are 1987- 1999 PDF real questions.
You can also do some high-quality simulation questions, and Mr. Tang's masterpiece "10 set of intensive reading questions for postgraduate entrance examination mathematics" is also worth doing.
Review points
First, check for leaks and fill gaps, and know yourself and yourself.
Through these months of review, candidates have mastered the basic knowledge points, but there must be some chapters, and some knowledge points are their weak links. Find out what you can do by doing real problems, which knowledge points can't be applied, and which problem-solving methods are not well understood; What does the proposer want to test you, and how deep it is. Review your own shortcomings.
Second, clear the key points of the exam and quickly score.
Although the real questions change year by year, on the whole, the knowledge points in previous years' exams will continue to repeat the questions. Study the real questions in recent years, summarize the most frequently tested knowledge points, strengthen the understanding of the corresponding concepts and theorems, and memorize the corresponding questions thoroughly, and you will be invincible in the examination room.