Read the textbook independently before class and have a general understanding of the new knowledge to be learned. First of all, read the content of the new course carefully, and understand the knowledge system, key points, difficulties, scope and requirements of the textbook through reading, analysis and thinking. Understand clearly and record the difficult questions you don't understand in the textbook. So there will be no difficulty in class.
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Second, actively improve the efficiency of lectures
Consciously listening to lectures with preview questions in class can improve the efficiency of listening and make the focus of listening more prominent. In this way, after a class, you can not only master the key points of knowledge, break through the difficulties and grasp the key points, but also better master the teachers' ideas and methods of analyzing and solving problems, and further improve their learning and analysis ability.
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Third, organize your study notes regularly.
In the process of learning, through reviewing what you have learned and comparing preview notes, lecture notes, homework, standard tests, textbooks and reference books, your knowledge can reach a systematic, complete and highly summarized level. If you save the results of these thoughts in time, you can recall them quickly when you review them later.
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Fourth, do your homework in time.
Homework is an essential part of learning mathematics knowledge well, and it is the basic method to master knowledge and skilled skills. Doing your homework carefully and thinking more can deepen your understanding of what you have learned, find the weak links in your knowledge and strengthen them consciously, gradually cultivate your ability to analyze and solve problems, and gradually establish confidence in solving practical problems.
Review, summary and improvement of verbs (abbreviation of verb)
What you have learned and what you have done. Through analysis, comparison, induction and summary, the knowledge can be connected from front to back, vertically and horizontally, and the understanding of mathematical concepts and laws can be deepened from the causality and development of mathematical quantities. This can not only consolidate and deepen the knowledge learned, but also improve the ability of induction and summary.
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As long as we study according to the characteristics of mathematics, pay attention to the process of thinking about mathematics, do more rote learning, think more, find a suitable learning method in learning, and find fun in learning, we can cultivate our interest in learning mathematics.