The concept should be clear, and the basic laws should be familiar and basic.
The method should be skilled.
After you finish the topic, you must sum it up carefully and give an example.
On the contrary, in this way, if you encounter similar problems in the future, you will
It won't take too much time and energy.
3. We should have a comprehensive understanding of mathematical concepts and not generalize them.
All of them.
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4. The ultimate goal of learning concepts is to be able to solve problems with concepts.
Therefore, when solving specific problems, we should take the initiative to use what we have learned.
Learn concepts to analyze and solve related mathematical problems.
5. Master the problem-solving methods of various types of questions. In practice,
Consciously sum up and cultivate yourself slowly.
Analyze habits.
6. Actively improve the ability of comprehensive analysis of problems, with the help of
Read the text and analyze and understand.
7. In learning, we should consciously pay attention to the transfer of knowledge.
Move and cultivate the ability to solve problems.
8. In order to integrate what I have learned into a system, I
Students can use analogy connection method.
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9. Connect the contents of each chapter with each other, and different chapters should also be connected.
Analogize each other and truly integrate the knowledge before and after.
Communication and integration can help us become systematic and profound.
Understand the knowledge system and content clearly.
10. In mathematics learning, we can use formulas to compare similar generalizations.
Read or compare laws to find out their similarities.
Points, differences and connections, so as to deepen understanding and memory.
Clarify the relationship between mathematical knowledge and understand the outline thoroughly.
Read and know its derivation process, so that the knowledge is organized and systematic.
Unification.
1 1. When learning mathematics, we should not only pay attention to the types of questions, but also pay attention to the types of questions.
Typical problem.
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12. For some principles, theorems and axioms in mathematics,
Type, not only to remember its conclusion, but also to understand this.
How did this conclusion come about?
13. When learning mathematics, you should remember and correctly describe the concepts and
Regular content.
14. Pay attention to understanding, develop ideas and change ideas in learning.
To be more specific, gradually cultivate your interest in learning mathematics.
Fun.
15. Proper concept classification can make what you have learned
The content is simple, the key points are prominent, the context is clear, and it is convenient and quick.
Analysis, comparison, synthesis and definition.
16. The most taboo in mathematics learning is the knowledge module.
Paste is not clear, knowledge points are chaotic, in order to avoid.
In this case, students should learn to write "small knowledge structure"
Knot ".