How to study mathematics for graduate school entrance examination? How should I study mathematics fo

Mathematics Postgraduate Examination Past Questions.

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

Read the book first, review the basic knowledge, and don't do the exercises at the back of the book, which is too different from the difficulty of the graduate school entrance examination, and then do Li Yongle's thick book, then 660 questions, and then various questions.

Will you take Math 1 or Math 2 or Math 3 or Math (Agriculture)? My experience is to read the book from beginning to end, then do more questions, and more importantly, do more test papers!! ~

Just put your mind down and do the real questions well.

Write materials Write review questions Review what you learned in college.

How should I study mathematics for graduate school? in order to improve the score more efficiently.

Postgraduate Mathematics Study Methods:

1. First of all, in the intensive review stage, Yanbao must do more hands-on, practice more, and exercise their problem-solving ability. Understanding the analysis does not mean that you can do the problem, you must solve the problem independently, and pay special attention to the cultivation of computing ability. According to the trend of postgraduate entrance examination in recent years, calculation is a key point of postgraduate examination.

2. In the usual process of doing questions, we must ensure the accuracy of calculation. Otherwise, there may be questions that you can do clearly, but when you arrive at the exam room, you will lose unnecessary points because you can't calculate them.

3. Secondly, the questions should be targeted. The focus is on the knowledge points that have been frequently tested over the years and the weak points of their own mastery. For those parts that you have mastered better, you can do less exercises.

For the more unpopular knowledge points, you can review the knowledge points of the common examination and then strengthen them in a targeted manner.

4. Thirdly, it is also important to summarize and summarize. It is a prerequisite to do more questions, but after completing the questions, you must think more and summarize more. For the same type of questions, summarize the key points of the exam and the methods of solving the questions.

When doing the whole set of test papers, it is necessary to pay attention to summarizing the experience in answering methods and time allocation.

5. The last point is to focus on your own characteristics and be targeted. It is still yourself who knows you best, so you should plan for the strengthening stage according to your own characteristics, and don't rigidly copy some online plans.

There are detailed learning methods for postgraduate mathematics as follows:

1. Understand the definition in the book: grasp its ins and outs, which is particularly important for the improvement of thinking, take the linear correlation of vector groups in the matrix as an example, more than a dozen abstract theorems often make us dizzy, and many students take the method of rote memorization without understanding the meaning, which will lead to no ideas when dealing with some difficult problems later. Therefore, it is better to put down the pen in your hand and think carefully about the true meaning of the theorem.

2. Do difficult problems: No matter how good or bad the foundation is, doing more difficult problems is an essential part of improving math scores. The ideas contained in the puzzles are often more ingenious, and the knowledge points covered are more and more comprehensive.

Making a difficult problem not only exercises our thinking, but also gives us a great sense of accomplishment, which leads to a stronger interest in mathematics. When we do too many problems, we will have a sense of command, and it will be easier to do other problems at this time, and the key to achieving a high score is also to overcome the problems.

3. Skills: Another feature of postgraduate mathematics is that the amount of calculation is a bit large compared with the various exams that have been experienced, and students who have just started to do the set of papers are likely to have the situation that they cannot finish it, in this case, they usually have to know the speed and accuracy of the calculation, make a balance between the two, exercise the speed of calculation, but also ensure the accuracy of the calculation, and develop the most suitable unique rhythm for themselves.

1. Clarify the scope of the examination and the books used.

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. 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 scope 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. Take the examination syllabus as the outline.

In previous years, the "Mathematics Examination Syllabus" was the outline, and the basic content of the mathematics examination generally did not change much every year, and candidates could refer to last year's syllabus and test questions for review.

3. Selection of teaching materials.

Mathematics tutorial textbooks for postgraduate entrance examination can be roughly divided into: textbooks, tutorial handouts, review books, practice question sets, real questions, mock questions, etc.