1, do "familiar questions" before the exam to find the feeling

Select some representative exercises to practice, understand how to use basic knowledge to solve problems, and extract universal problem-solving methods. It is most important to stay the same and adapt to changes. Mastering mathematical thinking methods can be started from two aspects: one is to summarize important mathematical thinking methods; The second is to summarize the problem-solving methods of important questions. Also pay attention to the scope of application and conditions of use of typical methods to prevent errors caused by formal application.

2. Adjust and recuperate before the exam

Adjust the biological clock, get a good sleep at noon and night, ensure that the physiological functions of the brain and the whole body are sufficient during the exam, move the excitement of mathematics to the afternoon, and let the mind automatically enter the working state during the exam and reach a climax quickly. Conditioning, "quiet can make wisdom", realize in silence, and remember in silence. Mathematics needs enlightenment, without which it is impossible to improve. Mathematics also has something to recite, and if you don't recite it, you will suffer.

3, inventory test tools, familiar with the environment, activities in advance.

Check the test tools. Prepare a special test package before leaving home to take the test. Familiar with the environment in the trial sitting, including the environment inside and outside the examination room, the candidates around the seat, and the class of the seat. Early activity refers to getting ready to arrive at the test center half an hour in advance in case the road conditions change.

Skills of Mathematics Examination in College Entrance Examination

1, easy first, then difficult, then mature: do simple questions and familiar questions first, then do comprehensive questions and difficult problems. Should be based on the actual situation, decisively skip the topic, from easy to difficult, can enhance confidence.

2, first small and then big: small questions generally have less information, less calculation, and are easy to master. Don't let go easily. Try to solve the big problem as soon as possible, so as to gain time for solving the big problem.

3. Part first, then the whole: When a problem is really difficult to solve, the wise strategy is to divide it into a sub-problem or a series of steps, and solve part of the problem first, that is, to what extent, write a few steps after counting a few steps, and each step can get one point.