1, don't like thinking.
The process of learning mathematics itself is a process of thinking. In the face of mathematical problems, it is impossible to solve them without reasonable thinking. Mathematical problem solving pays attention to solid foundation and flexible application. Flexible application means knowing the scope of application of basic knowledge, knowing the knowledge points of investigation after reading the topic, and finding the breakthrough point of solving problems.
2. Not good at finding problems
The process of learning is a process of constantly appearing problems and solving problems. Therefore, when studying, students should learn to find problems actively. Only when they are good at finding problems can they know where their problems are and what is the real reason for lowering their grades, and then they can correct them more quickly before the exam.
3. like to be smart
Clever students think they can understand simple questions, but in the exam, these students often make mistakes in simple questions, and they can't do difficult questions, partial questions and strange questions, so they are in a mess in the exam. Students who love to be clever at will can't learn math well.
4, rote learning
I admire people who learn math by rote. This learning method is not suitable for mathematics learning. The most important thing in mathematics learning is thinking. It can be said that thinking is the soul of mathematics, so the most important thing for students to learn mathematics is thinking rather than memorizing.
5. Careless inspection
Math is ok, but exams are always "careless", simple questions are wrong, and exams are always bad. There are many mistakes in simple questions, which can't be simply attributed to carelessness on the surface, but are caused by too many loopholes and too weak foundation in essence.
Learning math skills:
1, we must classify each problem in our study according to the degree of easy progress and the degree of importance. Put the simplest and most important things first, and don't continue to lag behind on other issues. Solving this part of the problem will improve self-confidence, and the minor important problem will naturally become the next most important problem, and then it will be solved one after another.
2. Don't rely on feelings when practicing. Every question has an analysis, how the conditions should be transformed, how the unknown quantity and the known quantity should be combined, and with the help of the learned knowledge and theorems. Give inferences about the problems you have done and find more ways to solve them.