It is generally believed that you must do problems in learning mathematics. However, when we do the problem, we must not fall into the sea tactics. After each question, you can know whether you have mastered all kinds of typical questions accurately. By doing the questions, let yourself know what to do in the future and how to do it.
Consolidate the old knowledge before doing the problem.
Many of our students have the feeling that they can hear clearly in the teacher's class, but they can't do it when they do the problem. This is because there is a teacher leading us forward in the teacher's class. Even if we don't know the way, we can still reach our destination. But when doing homework and exams, I walk independently and command myself. When you are unfamiliar with the direction, you can easily get lost.
At this time, only if you are familiar with the direction can you reach your destination smoothly. The most effective way is to arrange time to review the previous textbooks. If you still can't understand the knowledge of an old textbook, you should consolidate your previous knowledge. I didn't start learning until I fully understood the knowledge in the old textbooks, and then I learned slowly.
Second, cultivate your interest in learning mathematics.
Everyone says, "Interest is the best teacher." To learn math well, a strong interest in learning is the key. But the study of mathematics is closely linked. Only by laying a good foundation in mathematics from an early age will you always be interested in mathematics. Some of our students who are not very good at math can study the Olympic math problems in the lower grades first and think it over, which will definitely be fun. Slowly, you can cultivate your interest in mathematics. With interest, what problems can't be overcome?
Third, deeply understand the knowledge points.
It is not feasible to learn mathematics by rote. Only by firmly grasping the foundation of knowledge points can mathematics learning be guaranteed. In our study of mathematical formulas, the first thing to do is to learn the most basic formulas well, and the rest of the reasoning formulas are derived by ourselves, so that we can have a profound understanding. We should remember that rote memorization of mathematical formulas is unreliable. If there are some uncertain symbols, our problems will not be solved. If you can deduce the formula yourself, you can deduce the formula to be used according to the basic formula.
Fourth, open your mind and think more.
When we study mathematics, we must spend our time on what we really want to do. When we encounter some representative topics, we should think about one more question, that is: what are the knowledge points to be examined in this question? How did this problem come about? Can you ask similar questions yourself? Can you ask more demanding questions? What should I pay attention to next time I encounter similar problems? This habit can spread our learning thinking.
To learn mathematics, you must be able to do problems, and you will gain something and improve after doing them.