1, Do more and think more: For most students, they have studied mathematics in college courses, but many knowledge points have been forgotten because of their shallow learning in freshman year and long time after learning. Therefore, the first basic review must hold the attitude of re-learning and carefully review the textbooks learned in college courses.
2, firmly grasp the "three basics"
The level of mathematics is tested by solving problems, and the basic concepts, methods and theories can only be truly understood and consolidated by solving problems. The test questions are ever-changing, but their knowledge points and knowledge systems are basically the same, the test questions are relatively fixed, and the general test questions have certain problem-solving rules.
3. Understand the essence of knowledge points: you can't learn math by rote. For each knowledge point, we should deeply understand the knowledge point according to the teacher's teaching and our own experience in doing the problem, and not just pay attention to the answer. When you encounter a problem that you really can't do, you can't finish it without looking at the answer analysis. You can't think that you should be able to do the problems you understand.
4, more summary, diligent finishing: in the process of learning, you must write your own experience or experience in the form of notes in books or notebooks. For some good examples, it is very important to explore the connotation of the topic as much as possible, which should run through the whole postgraduate review. Or your own mistakes, easily confused knowledge points or concepts can be summarized in the notebook.