1, lay a solid foundation, and make sure that students remember clearly what they should recite and what they should recite. Many students have such a misunderstanding that learning junior high school mathematics does not require memory. In fact, this is a very big misunderstanding. Mathematics is also in great need of memorization, and it must be memorized clearly, without any carelessness or mistakes. For example, when we were in primary school, we had to recite the formulas of addition, subtraction and multiplication within ten. Perhaps history probably knows the meaning, but mathematics, as a rigorous discipline, must be clearly remembered.

2. The dumb thing about the diligent junior high school math exam is that it is easy to pass as long as you study hard according to the teacher's requirements, but it is far from enough to get into 145. Even poor students still have simple and easy learning methods. Only by mastering the correct methods can we gain something through diligence.

3. Breakthrough at different levels, especially students with poor math foundation in junior high school, don't rush to break through the problem. Start with the most basic topics, be familiar with the definitions of various formulas, understand the collective steps of different types of topics, and do the simplest topics well first. It was not until all the simple basic problems were gone that I tried to solve the problems with moderate difficulty, and gradually transitioned from simple to difficult, so that I could have a sense of accomplishment in solving math problems that I couldn't solve, thus enhancing my confidence in math learning.

4. The first math study suggests reviewing the old questions that have been done, sorting out the mistakes, taking notes, reminding before the exam, and making no mistakes in the details. Strut into the examination room, answer questions confidently, think calmly, and defeat yourself is victory. It is easy to answer the test paper first, but difficult to answer the test paper later. We should be familiar with new problems, stay calm when encountering difficulties, never give up and stick to it. The key to the exam is to examine the questions, the center of the spiritual collection should be detailed, and the conditions and objectives should be familiar. When you encounter obstacles in solving problems, you should pay attention to implicit conditions. Look at the calculations carefully when reviewing the questions. Writing expression should be standardized, and type questions should be carefully distinguished. Check after solving, and the score cannot be discarded.