2. Listen carefully. Listening to lectures should include listening, thinking and remembering. Listen, listen to the ins and outs of the formation of knowledge, and listen to the key and difficult points (remember the doubts in the preview? Listen carefully), listen to the solutions and requirements of examples, listen to the mathematical ideas and methods involved, and listen to the class summary. Thinking, one is good at association, analogy and induction, and the other is daring to question, ask questions and make bold guesses. Taking notes, of course, refers to class notes. Remember more, it will be effective. If it interferes with class, it is better not to take notes. What to remember and when to remember it need every student to adapt and explore constantly. Remember methods, skills, doubts, requirements, and pay attention. Remember to sort out your notes after class, and then digest and understand by yourself.
3. Seriously solve the problem. Classroom exercises are the most timely and direct feedback, and must not be missed. Don't rush to finish your homework. It's important to read the notebook first, review the learning content, deepen your understanding and strengthen your memory.
4. Correct mistakes in time. Classroom exercises, homework, tests and feedback should be corrected in time, and the reasons for wrong questions should be analyzed. Is there anything wrong with the exam? Is the concept blurred? Time is tight, no time? Won't you do it? Remember not to let yourself go casually (it will be troublesome to form a habit). If the thinking is correct and the calculation is wrong, correct it in time and strengthen the training of relevant calculation when necessary. Fuzzy concepts and mistakes in examining questions all indicate that learning is prone to ignorance, which is a taboo in learning mathematics and should be resolutely overcome. As for what you can't do, you must consult your classmates and teachers in time, and you can't leave the problem unsolved and form a good habit of doing things today.
5. Learn to summarize. Mathematics is the link, that is to say, knowledge is closely related. Summarizing by stages can not only play a role in reviewing and consolidating, but also find the connection between knowledge. The purpose, necessity and knowledge of learning can be clearly understood, and problems can be solved quickly and directly. Even if you don't practice questions in class at ordinary times, you can be handy and generalize them.
6. Learn to manage. Manage your notebook, exercise book, correction book, and all the exercises and papers you have done. These are the most useful materials when reviewing for the big exam.