How to review the 2017 postgraduate entrance examination mathematics and the basic stage of high mat

Introduction: It is still a headache to take the mathematics test when you are going to graduate school, because the difficulty of mathematics is still quite high, if you say that you are not ready for mathematics, it will reduce your total score competitiveness, so you must prepare well for the graduate school entrance examination, how to prepare for the mathematics exam and how to review it in the basic stage?

It is best to prepare for the mathematics exam in stages, because there are simple questions and difficult problems in the mathematics of the postgraduate entrance examination. If you have a simple question, you can basically get a good score, and if you have a difficult question, you can divide the level and level of the student. Therefore, if you want to prepare for the exam, you must pay attention to your basic examples, and then review the basic knowledge in the analysis stage, so that you can better cope with it.

In addition, it is necessary to improve the sub-unit, so that you can understand your ability to do problems when you improve, and you can better understand the knowledge points in the process of training. When reviewing in the basic stage, you must be slow, and you must understand some of the situations behind the knowledge, so that you can prepare for the exam more fully, and you will not find that you have forgotten your knowledge points when you review in the future, and it will be a great delay in time. You can follow some teachers' lessons, so that you can have more planning.

Many students are prone to emotional breakdowns when they are doing questions or when they are memorizing, which will also affect their own development. And once you have an emotional breakdown, you will also doubt your choice of goals when you are going to graduate school, and it will also affect your subsequent growth. Therefore, it is recommended that students communicate more with their close friends or family when they are admitted to graduate school, so that they can better cope with pressure.

When the graduate school entrance examination date is approaching, many students will be discouraged, so it is still necessary to analyze their preparation in detail. If it's good to be prepared, don't give up. However, it is also necessary to think about what to do if you don't pass the entrance examination, so as to better cope with failure.

You must do a good job of preparing for the exam, you must improve your problem-solving ideas, you must improve your comprehension ability in the learning process, and you should also do more relevant practice questions in the future, and you must also improve your understanding.

To do a good job in preparing for the exam, you must do more relevant exercises, you should improve your understanding, you should understand the knowledge points, and you should memorize more formulas.

I think you should first make a rough table of contents, and then review them one by one.

I'm a chemical engineering student, but I didn't do well in science in high school, and I didn't choose Huaimu Collapse Chemistry (why I didn't explain why I didn't explain it for a long time in the end), but I think it's really unbearable to shout in the high mathematics of so many lead round science subjects I studied in college. I don't know if it's too much in our school, but the question types of the high math exam are actually traced in the high math exams over the years, including the homework workbook, and the teacher's PPT. In other words, the ideas are all the same.

Many people seem to recommend SH's B battle online course, but I think you are taking your own school's paper after all, so it is recommended to look at your own school's online class. At the same time, you must do all the mid-term and final exam papers in the past few years. If you are too lazy to do it, you have to read it again, because the university teachers are very lazy, and the idea of the question will not change!

1. Clarify the scope of the exam and the books you use to make it clear that you are taking the math test. Mathematics for postgraduate entrance examination is divided into mathematics according to the requirements of the major.

1. Beat and grind mathematics.

2. Mathematics 3. Depending on the type, the requirements for the outline are also different. For math review, if you don't have a clear range to review, you can only waste your time and energy.

Therefore, candidates are requested to review according to the requirements of their majors. For example, Tongji University's Master of Engineering exam this year is Mathematics II. 2. Taking the examination syllabus as the outline of the previous year's "Mathematics Examination Syllabus" as the outline, the basic content of the mathematics examination generally changes little every year, and everything remains the same, and candidates can refer to last year's syllabus and test questions for review.

3. Textbook selection can be roughly divided into: textbooks, tutorial handouts, review books, practice question sets, real questions, mock questions, etc. Additional Information:

Postgraduate Mathematics is a national examination. There are four postgraduate subjects, two public courses, one basic course (mathematics or professional foundation), and one professional course. The two public courses are Politics and English Language.

One foundation course is a mathematical or professional foundation. A professional course (divided into 13 categories) is divided into philosophy, economics, law, education, literature, history, science, engineering, agriculture, medicine, military science, management, etc

21 Lectures on the Fundamentals of Mathematics for Postgraduate Entrance Examination.

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

Recommend Li Yongle's review book and Tang Jiafeng's review handouts.

Mathematics is too simple, and it doesn't require any materials, but it is difficult to review professional courses.

Tang Jiafeng's textbook collection and 1000 questions. If you figure it out, you should be able to do it.

"Lecture Notes on Advanced Mathematics for Postgraduate Entrance Examination", "Lecture Notes for Postgraduate Entrance Examination Mathematics First-Order Advanced Mathematics", "Lecture Notes for Postgraduate Entrance Examination Mathematics Proposition Tutoring", "18 Lectures on Advanced Mathematics for Postgraduate Entrance Mathematics Proposition", "1000 Questions on Core Question Types of Postgraduate Mathematics".

In my opinion, some basic postgraduate mathematics review materials include "Lecture Notes on Postgraduate Mathematics First-Order Advanced Mathematics", "Postgraduate Mathematics First-Order Advanced Mathematics Study Question Collection", "Postgraduate Mathematics First-Order Linear Algebra Lecture Notes", and "Postgraduate Mathematics First-Order Linear Algebra Exercise Questions".

The review materials for postgraduate mathematics include: "Lecture Notes on Advanced Mathematics for Postgraduate Entrance Examination Mathematics First", "Postgraduate Mathematics First-Order Advanced Mathematics Learning Problem Collection", "Tutorial Handouts for Postgraduate Mathematics Proposers", "18 Lectures on Advanced Mathematics for Postgraduate Mathematics Propositions", and "1000 Questions for Postgraduate Entrance Examination Mathematics Core Question Types".

Personally, I think that the best mathematics review materials for graduate school entrance examination is to find a tutorial class to study, and the effect is very obvious.

I think the basic materials for postgraduate mathematics include Zhang Yu's series of books, Li Yongle's Wang Shi'an series of books, and Tang Jiafeng's series of books, which are relatively basic and have many skills in them.

Examination syllabus and examination analysis, the syllabus formulated by the State Education Commission strictly delineates the scope and difficulty requirements of candidates for various majors, which should be one of the most authoritative and useful reference materials for all candidates, and is also the basis for candidates to formulate plans.

Start laying the basics in advance, because math scores don't improve in a day. The kind of people who try to improve their math scores in the short term are simply unreasonable.

In the retest, colleges and universities measure a student's ranking based on the sum of their math and English scores, rather than their majors and politics. So get ahead of time.

As far as I know, you need a lot of connections, and you need to make the math as instinctive as possible.

Read the textbook several times, memorize the formula, and then study the annual questions carefully.