For learning mathematics, we need good logical thinking ability and strong abstract thinking ability. However, these abilities are not the only manifestation of IQ. IQ is a comprehensive ability, including language, mathematics, logic, space and so on, and mathematics is only a part of it. Therefore, even if the math score is not good, it does not mean that the IQ is low.

Mathematics learning is also related to learning methods and interests. Some people's poor math scores may be due to incorrect learning methods or lack of patience, which does not mean low IQ.

In addition, if a person is not interested in mathematics, it may also affect his mathematics performance, but this does not mean that his IQ is low. So poor math scores are not necessarily due to low IQ, but may be caused by other reasons.

How to learn mathematics;

First of all, we should cultivate the interest in mathematics learning; Secondly, the focus of mathematics learning is foundation, and foundation is very important. Be sure to lay a good foundation, otherwise it will be more difficult to learn in the future. Secondly, to learn mathematics well, we must make good use of textbooks, notebooks and wrong books. Mathematics learning is an arduous project, and there are many details that students need to taste and ponder.

1. Be familiar with the basic concepts, laws and methods. If the foundation is not solid, it is useless to learn more knowledge and do more questions.

2. When you finish the topic, you must sum it up carefully. What is the knowledge point of thinking about this exam? It will be easy to solve similar problems in the future.

3. Infer from one example to another. We should master as many problem-solving methods as possible, so that we can spread our thinking and cultivate the habit of analysis. So as to find the optimal solution and answer.

4. Analyze the contents of each chapter and make them interrelated. We should integrate what we have learned and the knowledge before and after. This can help us to understand the knowledge system and content systematically and deeply.

5. Compare similar concepts and laws with formulas, find out their similarities and differences and connections, and deepen understanding and memory. Make knowledge organized and systematic.

6. Pay attention to key issues. The knowledge points in each chapter will have several key issues. Nine times out of ten, you can master the contents of this chapter as long as you master the methods of solving key problems.

7. Learn to split and combine problems. Analyze and solve typical problems from multiple angles and aspects, and summarize basic laws and methods.

8. Listen carefully in class and do the following three things: First, look focused and stick to the lecture ideas; Second, be good at taking notes; Third, actively answer questions and dare to ask questions.

9. Do more questions. Doing problems is an effective way to consolidate knowledge.