1. Familiarize yourself with the examination contents: understand the examination outline and the distribution of questions, clarify the key points and difficulties of each knowledge point, and review them in a targeted manner.
2. Make a review plan: according to the examination time and personal situation, reasonably arrange the daily review time and content to ensure that each knowledge point has enough time to review.
3. Consolidation of basic knowledge: The basic knowledge of mathematics is very important, including algebra, geometry, probability and statistics. It is necessary to consolidate basic knowledge and understand the meaning of concepts and formulas by brushing and doing problems.
4. Learn problem-solving skills: Mastering some problem-solving skills and methods can help you solve problems faster. You can learn problem-solving skills by reading textbooks, consulting books or attending training classes.
5. Problem-solving training: Doing more problems is the key to improving math ability. You can choose some real and simulated questions over the years to practice, be familiar with the questions and test sites, and improve the speed and accuracy of solving problems.
6. Multidimensional review: In addition to doing exercises, you can also deepen your understanding and application of mathematical knowledge through lectures, discussions and writing.
7. Pay attention to the summary of the wrong questions: In the process of doing the questions, we should pay attention to summarizing and analyzing the reasons for the wrong questions, find out our own weak links, and conduct targeted and intensive review.
8. Sprint before the exam: Some time before the exam, we should conduct targeted review and intensive training, focus on reviewing important knowledge points and error-prone questions, and do some mock exams to test our review effect.