In fact, before preparing lessons, I had a deep understanding of the basic proposition trend and the difficulty of the examination questions, and made a math review plan according to my own factors. It mainly includes closely following the examination syllabus, laying a solid foundation and strengthening training.
If you don't waste time on math review, you should stick to the syllabus. The first step of my math review is to know the outline, that is, to know the basic requirements, types, categories and difficulty characteristics of the exam in detail according to the exam outline, and to give myself an accurate positioning. Judging from the real questions over the years, there are few super-class questions and weird questions. Personally, I don't think it is necessary to waste too much time and energy on this, so I didn't read the contents and knowledge points that were not required in the exam outline.
Through the analysis of the test results in previous years and the experience of brothers and sisters, it is not difficult to find that many reasons for losing points in mathematics for postgraduate entrance examination come from poor mastery of basic knowledge, theorems and concepts. So at the beginning of the review, I asked myself to have a solid basic knowledge. The focus of mathematical investigation for postgraduate entrance examination is the basic skills of candidates. I grasped this feature and conducted a comprehensive and systematic review step by step according to the requirements of the examination syllabus. In this process, I ask myself to understand and remember the basic feelings and theorems, and to be firm and in-depth, not just at the level of understanding. In addition, it is suggested that the graduate students of 20 12 must deduce some theorems that are easy to be deduced and write descriptions of some basic problems, especially some terms in calculus. Practice some basic problem-solving methods, so that you can solve them quickly.
If you want to get good grades in math, one thing you must do is to practice a lot. As the saying goes, practice makes perfect, and the basic knowledge of mathematics, such as basic concepts, formulas and conclusions, can only be truly understood and consolidated through repeated practice. Moreover, the structure of mathematical knowledge is basically the same, and the questions are relatively fixed. There are often certain problem-solving routines, which can not only improve the correct rate, but also improve the problem-solving speed. Therefore, the review of postgraduate mathematics requires candidates to strengthen training. However, in the process of training, Haitian postgraduate teachers require candidates to pay attention to the connection of various knowledge points. Generally, the mathematics test questions for postgraduate entrance examination do not examine a certain knowledge point alone, but combine several knowledge points to examine the comprehensive ability of candidates. Therefore, candidates should pay attention to the connection of various knowledge points when doing a lot of exercises. Haitian postgraduate entrance examination requires candidates not only to pay attention to the vertical connection of knowledge points within disciplines, but also to the horizontal connection among the three major disciplines.
The above are some of my experiences in reviewing mathematics for postgraduate entrance examination. 20 12 students can make their own review plans and schemes according to my experience. I hope that 20 12 students can also get the full marks they expect and enter their ideal university.