First of all, recite the basic knowledge as soon as possible.

Go through the basic knowledge in the shortest time and learn it by heart! The purpose of going through the basics is to pave the way for future study. If you can't learn the basics, you may not be able to make a correct judgment quickly in the process of solving problems in the future! In addition, having good basic knowledge can lay a solid foundation for the formation of mathematical thinking.

Second, start with the basis of the problem and gradually improve the difficulty!

You must start with the basics before you do the problem. When you reap the joy of progress, you can gradually increase the difficulty of the question, so that you can avoid being hit because the question is too difficult at once! This process of increasing difficulty is actually a process of cultivating one's own mathematical thinking.

Third, ask yourself why!

Thinking is the most important thing in the cultivation of mathematical reasoning ability. Only by constantly asking why can we sum up the most suitable thinking for ourselves, and only by constantly asking why can we find the defects of our knowledge! Therefore, I think the most important thing is to learn to ask yourself questions and then keep answering them!

Fourth, summarize and improve, and serve yourself!

The cultivation of giving inferences by analogy needs to be constantly summarized by oneself, and different types of questions and solutions of the same type of questions are summarized. If you still can't do it, you might as well write it down in your notebook so that you can read it at any time! In addition, when you master a certain type of questions, you can summarize them in your notebook and form your own learning materials!