1. Can quickly master new mathematics knowledge.

There are many factors that affect the speed of mastering new knowledge, but this is the most intuitive way to observe a child's mathematical talent.

For example, this year's Beijing Eight Less Eight Dishes and the National People's Congress Early Training Joint Examination, many topics are to explain new knowledge or laws first, and then answer questions according to the content of the materials, and examine the speed at which students learn new knowledge.

2. When you encounter an unfamiliar math problem, you can confidently try to solve it.

With the depth and difficulty of primary school textbook knowledge at present, the quality of school performance has nothing to do with mathematical talent.

Some children who are regarded as top students in mathematics by teachers will not only show anxiety, but also be unwilling to make any bold attempts when they encounter "difficult" problems that they have never done before.

On the contrary, some students who often make small mistakes in exams can write and calculate on draft paper, not afraid of challenges.

The performance of unfamiliar problems is also one of the important criteria to distinguish between "trying to learn hegemony" and "learning hegemony with genius".

3. Good at mathematical association and migration.

The knowledge we have learned does not exist in isolation, so we must look at the problem from the perspective of connection.

Association is thinking of other related people or things because of someone or something. For example, when we saw the ground wet in the morning, we thought it might have rained last night.

Association is the basis of divergent thinking, and its importance is self-evident in the process of mathematics learning.

Advantages and disadvantages of learning Olympic mathematics

1 welfare

The Olympic Mathematics is relatively in-depth, and the vigorous development of mathematical olympiad has greatly stimulated children's interest in learning mathematics, which has become a useful activity to guide them to be positive, explore actively and grow healthily.

There are many practical problems, such as counting, graph theory, logic, pigeon hole principle and so on. To solve this kind of problem, it is generally necessary to analyze and summarize the mathematical significance of the actual problem, abstract the actual problem into a mathematical problem, and then use the corresponding mathematical knowledge and methods to solve it.

2. Disadvantages

Because of the emergence of various private competitions, "Zhankeng Class" developed violently, and most students began to hate math and Olympiad.