If you encounter multiple choice questions in mathematics, you can consider the following skills to deal with them: 1. Meng b method: when there is no clue, you can choose Meng b method, that is, just choose an answer. In general, the probability of choosing B is greater than other options. Of course, this method is only applicable to multiple-choice questions without a clue. 2. Exclusion method: For some topics with obviously wrong options, you can exclude those obviously wrong options first, and then choose from the remaining options. This can narrow the range of answers and improve the probability of choosing the right one. 3. Reverse thinking: Some topics, if you start from normal thinking, may fall into a dead end. At this time, you can try reverse thinking, that is, try to find out the problem from the wrong answer, and then find out the correct answer through elimination. 4. Association method: Some multiple-choice questions seem to have nothing to do with the previous knowledge points, but they are likely to be related to other knowledge points. At this time, you can try to think about other knowledge points and see if you can solve this problem. 5. Do more exercises: Multiple-choice math problems need certain skills and strength, which need to be gradually accumulated and improved in the usual practice. Doing more multiple-choice questions can improve our proficiency in topics and grasp the thinking of solving problems.
The above are some skills to deal with multiple-choice questions in college entrance examination, but the best way is to do more questions and think more, so as to improve mathematical thinking ability and problem-solving level, so as to face multiple-choice questions more confidently in the examination room.