The new semester has begun, and the following information is recommended to be read carefully
The importance of mathematics in the college entrance examination is self-evident, so how should we master high school mathematics easily and efficiently?
First of all, I think the most important thing is to build a complete body of knowledge. Many students often mistakenly think that math is just a matter of brushing up on problems, however, doing problems is only one of the means. We improve our knowledge structure by summarizing the test points and solving the questions, and the foundation of all this lies in a solid grasp of the basic knowledge, which is the first priority of our learning.
Secondly, effective listening is not only about listening, but also about understanding the test points and logic behind the questions. Many students can understand but are unable to solve problems independently, and they can understand the answers but are weak in practical application. This often stems from the failure to reveal the root cause of the idea and logic behind the problem. So, during the lecture, ask yourself, "Why is this so?" Why use this formula? Why is this step so inferred? "It can deepen the understanding and memory of knowledge.
Third, review and reflect in a timely manner after class, and implement the principle of "second time". Review and reflection means recalling the teacher's lesson throughout the lesson, identifying the most difficult and error-prone points, and taking notes on what you need to pay special attention to. The "second pass" principle is to think independently about the important and difficult knowledge, and re-solve the key questions to ensure true understanding. There is only one true understanding in mathematics: solving problems independently and fluently, and the other so-called "listening" and "understanding" are only self-consolation illusions.
Fourth, conduct after-class exercises in a targeted and efficient manner. If someone tells you that you don't need to do math problems, you just need to master the skills and tricks, you are a layman. Doing the questions should be carried out on the basis of a solid grasp of the basic knowledge, and it should be a relatively easy and enjoyable process. Find out the unfamiliar or fearful question types in the exercises, focus on breakthroughs, and learn deeply. Remember: practice is not about showing what you're good at, it's about finding out what you're good at, and that's what real learning is. Don't get carried away with what you already know, but turn a blind eye to unfamiliar topics, which is self-deception.
Finally, review in a timely manner. Whether it is to organize your own problem books, method notes, or workbooks distributed by the school, it is necessary to read and memorize them regularly and irregularly. Memory is equal to comprehension and repetition, that is, continuous understanding and deliberately increasing the opportunity for contact can be deeply remembered.
The three years of high school are long and boring, and at the same time full of challenges. While correcting the learning attitude, self-reflection and summary, clarify their own weak links, reflect on learning methods and efficiency, and constantly optimize until they truly enter an efficient learning rhythm. Always remember that it may be difficult to persevere, but it is even harder to give up. In order for the future to be guided by our own wishes, let us work together to walk the only way!
Finally, I hope your change starts with learning math with me!
High School Mathematics