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1. Transform into the idea of completing the task and doing the problem, use the energy for independent research, you can look at the example problems, and when you encounter something you don't understand, you can dig out the root of the problem. Not once, not on both sides, not three times.
2. If you can do it, you can operate it, because the formation of human knowledge and intuitive experience are the most important, and what others say is not as impressive as trying it yourself. Then make a clear summary.
3. For geometric problems, it is important to pay attention to how the property theorem is obtained, as mentioned above, it is best to try it and understand the meaning of some key words. Write down the similarities and differences of the problems together and compare them to find out the differences.
4. For algebra problems, in addition to the above 3 mentioned, the method of combining numbers and shapes is adopted, and the purpose is to be intuitive and easy to understand. Especially function problems, inequalities, equations.
5. For practical problems, you still need to know what quantitative relationship exists in life, such as what is work efficiency, you eat 5 buns in one meal, then your meal efficiency is 5, if you eat a bun in 5 meals, then your meal efficiency is 1 divided by 5 equals each meal.
The puzzles are all superimposed on a simple basis, and the composition of countless tiny parts on the body of a space rocket is the same.
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As for the language, it depends on one's own life experience and one's own comprehension ability, and reading more books can also be improved.
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Do more practice questions! Read more!
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Mathematics is mainly formulas, formulas are the foundation, and they have to be used, and each typical problem is very clear and thorough, so there is no need for the sea of questions tactics, which are a waste of time and energy.
As for the language, I don't think there's a good way, I still have to memorize, memorize more, and read more articles.
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Mathematics: Master the basics, not rote memorization.
Language: Memorize important parts.
It's up to you.
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Listen carefully in your studies
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Mathematics: The main thing is to master the methods, and if you do more problems, you will find that you have mastered many methods.
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Strengths. Mathematics education is a discipline that studies the practice and methods of mathematics teaching. Moreover, mathematics educators are also concerned with the development of tools to facilitate this practice and their research.
Mathematics education is one of the hotly debated topics in modern society. Mathematics education is a social and cultural phenomenon, and its social nature determines that mathematics education should keep pace with the times and constantly innovate A series of issues such as educational objectives, educational contents, and educational technologies in mathematics education will continue to change and develop with the progress of society.
The Chinese Education major is a comprehensive discipline of language and education, and is an important discipline in the humanities and social sciences. Cultivate professionals with the basic theories, basic knowledge, basic skills and basic literacy of Chinese language and literature.
Understand with your heart, do more questions and think more.
Listen carefully in class, practice and review in time after class, and will summarize and summarize, master the ideas and methods of problem solving, and remember not to memorize.
The study of each course for primary school students is the foundation for future learning, and a solid foundation should be laid in primary school >>>More
Prepare, review and practice every day.
Math is all about doing problems non-stop.
Consolidate the types of questions and knowledge points you will do. >>>More