1. Make good preparations before class, so that you can better digest and absorb the knowledge points that you can't learn in math class.

2. Mathematical formulas must be memorized and deduced.

3. Mathematics focuses on understanding. When you begin to learn knowledge, you must understand it. So listen carefully in class and see how the teacher explains it.

Mathematics needs to be done with heart. It is difficult for impetuous people to learn mathematics well, and it is the last word to do the problems in a down-to-earth manner.

If you want to learn math well, you can't do it without thinking. You can't hide when you encounter problems, and you can't stop studying until you understand it.

6. The most important thing in mathematics is the problem-solving process. It is important to know mathematical thinking. With clear thinking, mathematics will naturally be easy to handle.

7. The most important thing in learning mathematics is the ability to solve problems. If you want to do math problems, you must have a lot of practical accumulation and know the steps and methods to solve various problems. If you do more questions, you will feel it. If you come up with similar questions, you will have a solution idea.

8. Mathematics is not for seeing, but for calculating. Maybe I have no idea for a second. When you pick up the pen and start calculating, you will be suddenly enlightened.

9. The effective way to learn mathematics well is to be good at correcting mistakes, correct mistakes in time, and do relevant exercises to consolidate training.

10. Learn to summarize when you finish the problem. We should be good at classifying and summarizing the problems we have done and those we have done wrong, and then analyze similar problems to know where the problems are easy to occur, and then try to avoid them. At the same time, in the process of doing the questions and summing up, we should learn to draw inferences from others.

Data expansion:

Mathematics [English: Mathematics, from ancient Greece μ? θξμα(máthēma)； Often abbreviated as math or maths], it is a discipline that studies concepts such as quantity, structure, change, space and information.

basis

In order to understand the basis of mathematics, mathematical logic and set theory are developed. German mathematician Cantor (1845~ 19 18) initiated the set theory, boldly marched into infinity, provided a solid foundation for all branches of mathematics, and its own content was quite rich, put forward the idea of real infinity, and made inestimable contributions to the future development of mathematics.

At the beginning of the 20th century, set theory gradually penetrated into all branches of mathematics and became an indispensable tool in analytical theory, measurement theory, topology and mathematical science. At the beginning of 20th century, mathematician Hilbert spread Cantor's thought in Germany, calling set theory "a mathematician's paradise" and "the most amazing product of mathematical thought". British philosopher Bertrand Russell praised Cantor's works as "the greatest works that can be boasted in this era".