1. Be familiar with the examination syllabus and questions: understand the examination requirements and the distribution of questions, and clarify the examination methods and difficulties of each knowledge point.
2. Understand the meaning of the topic: read the topic carefully to ensure a clear understanding of the requirements and conditions of the question.
3. Analysis of problem-solving ideas: For more complicated topics, you can first analyze ideas and determine the steps and methods of solving problems.
4. Drawing helps solve problems: For geometric problems or graphic problems, you can draw graphics to help you understand and solve problems.
5. Use formulas and theorems: master commonly used mathematical formulas and theorems and use them flexibly in the process of solving problems.
6. Pay attention to the accuracy of calculation: in the process of solving problems, pay attention to the accuracy of calculation and avoid low-level mistakes.
7. Practice more real questions: Doing more real questions can help you get familiar with the types of questions, improve the speed of solving problems, and at the same time find your own weak links and strengthen them.
8. Pay attention to time management: arrange the time reasonably in the exam, control the answer time of each question, and avoid affecting the answer quality because of lack of time.
9. Think more and discuss more: When encountering problems, you can think more about different solutions, or discuss with classmates and teachers to find solutions.
10. Review and summarize regularly: review what you have learned regularly, summarize problem-solving methods and skills, and deepen your understanding and memory of mathematical knowledge.