Which version of the postgraduate math questions to buy is good

Here is a complete list of the most complete graduate school entrance examination and academic year questions to share with you.

Extraction code: DHPQ through continuous research and study of past past questions, for candidates in the sprint stage to review and improve the score and guide the maze, do the past questions, make a collection of past past questions, check and fill in the gaps against the syllabus, improve the practical literacy, formulate a strategy for doing questions, and plan the direction;

If you have any questions about resources, please feel free to ask!

I have past math questions here, if you have any questions, please feel free to ask.

Many students who have postgraduate mathematics examination subjects will choose Zhang Yu's course, and the face-to-face training is relatively more effective, combined with the auxiliary Q&A of teaching and research teachers, it is more efficient and effective to review. The Dragon Boat Festival Experience Camp has Mr. Zhang Yu's courses, you can come and listen to it when you have time, and there will also be relevant handouts and books, if you need it, come and listen.

Zhang Yu will take you to learn Advanced Mathematics Tongji Seventh Edition", "Zhang Yu High Mathematics 18 Lectures", "Zhang Yu Probability Theory and Mathematical Statistics 9 Lectures", "Zhang Yu Linear Algebra 9 Lectures", in fact, these books are the books used by the students who report for the annual training camp for the graduate school entrance examination, and the books will be distributed to the students who apply for the class, so the recommended tutorial books for the postgraduate entrance examination mathematics, in addition, there will be "1000 questions", "past questions" and other books.

Teacher Tang Jiafeng's "Full Analysis of the Past Papers of the Postgraduate Entrance Examination and Mathematics Academic Degree" is good.

This book includes nearly 21 years of postgraduate examination questions, a number of volumes and analysis of the volume binding, analysis with a variety of solutions, and after years of revision, after 21 sets of real questions are not enjoyable, as well as 1987-1999 pdf real questions to send.

You can also do some high-quality mock questions, and Mr. Tang's dedication to "10 sets of papers for the postgraduate mathematics intensive test" is also worth doing.

Review the main points. 1. Check and fill in the gaps, know yourself and know your opponent.

Through the review of the previous months, the candidates have mastered the basic knowledge points, but there are definitely some chapters, and some knowledge points are their weak links. Find out what you know by doing the real questions with regret, which knowledge points you can't apply, and which problem solving methods are not well understood; What does the proposer want to test you and what is the depth of the examination. Focus on reviewing your own shortcomings.

2. Clarify the key points of the exam and score quickly.

Although the real questions change every year, in general, the knowledge points tested in previous years will continue to be repeated. Study the past few years, summarize the most commonly tested knowledge points, strengthen the understanding of the corresponding concepts and theorems, and be familiar with the corresponding question types.

There are many kinds of recommended mathematics question papers for postgraduate entrance examinations. Tang Jiafeng has 8 sets of volumes, with moderate difficulty and a large amount of calculation and weighing sheds, which is suitable for improving computing ability. Zhang Yu has 12 sets of papers, which are difficult and novel in question type, suitable for breaking through high scores.

Li Lin has 10 sets of volumes, the difficulty is average, and the coverage is very difficult to cover many knowledge points, which is suitable for checking and filling in the gaps.

Zhang Yu's "Answers to Past Questions"; Li Yongle's "Detailed Explanation of Past Past Past Questions", it not only has a sub-question type of question arrangement, but also gives you a complete set of past past questions. Tang Jiafeng's "Full Analysis of Past Past Questions", Tang Jiafeng's "Full Analysis", Zhang Yu's book does not have a complete set of papers by year, only the classification of question types, and Tang Jiafeng's book is only a complete set of papers by year without question type classification.

1. Zhang Yu's "Complete Solution to the Past Questions".

This set of materials focuses on the "complete", it is a real encyclopedia, there are nearly 30 years of real questions, from 87 to the most recent set, all can be covered. This book is used as an auxiliary set of practice questions for a round, and this set of questions is the most complete in the year, and it is indeed a large number.

2. Li Yongle's "Detailed Explanation of Past Past Questions".

In terms of analysis, the answers to this real question are much more detailed than Mr. Zhang Yu's, and the steps of solving the question rarely appear "skipping", which is more rigorous and detailed, and the methods and skills are also decent. In particular, it is worth mentioning his line generation part, which is of very high quality for analysis.

Many problems that have not been noticed before, including some inertia in thinking, limitations in problem solving methods, etc., have gained a lot, the more complex and comprehensive the topic, the better he analyzed, comprehensive and in-depth, and took into account a lot of problems that we ignored and were also ignored by other materials, and it was the best analysis of the line generation part of all the past test materials.

Postgraduate Entrance Examination Number 1 Information Recommendation:1. Li Yongle, "The Complete Book of Mathematics Review for Postgraduate Entrance Examination".

Suitable for: Those with high mathematical comprehension can be used as a basic learning stage for self-study. This book includes advanced mathematics, linear algebra, and numbers.

1. Number. Second, the number three is universal.

Usage: It can be used as a textbook throughout the graduate school entrance examination to help understand the definition theorem.

2. "660 questions of mathematics foundation and foundation".

Suitable for: Consolidation exercises after studying the whole book or after online learning.

Advantages: The whole book is multiple-choice and fill-in-the-blank questions, but the questions strictly fit the knowledge defined in the corresponding chapter, which is suitable for knowledge consolidation. The question examines the definition, but the definition of Huaizhong is deeply considered, and it is easy to find the imperfect, unclear, and biased understanding of knowledge by doing the question.

Usage: It is suitable for consolidating knowledge by doing questions in the foundation stage, and consolidating questions in the consolidation stage.