
[the body] is organized and classified after class. The teacher asked him to come to the podium and say his thoughts, and he had a question on the blackboard that made him do the math. And “learning, learning; half learning; half asking”; when we think of a difficult problem for a long time, when we are confused about what we did and what we did in the previous period, and when we are lost in the way of the future, it is absolutely a good solution to ask teachers or classmates. Later, through repeated training and careful guidance from teachers, it was believed that everyone could overcome the difficulties. Here, my greatest concern is to put together a few points of knowledge in memory, and to be ready for exams. You're interested in trying. Mathematics is a very deep and extensive subject, and you're never gonna be fed by a teacher for 45 minutes alone; you have to learn to go out of school and find food, and you don't think you're hungry, you have to eat it, you have to eat it, you have to eat it; that's how you become a real “saturated” scholar. It is all the more important to strive to develop interest and keep a sense of curiosity in order to combine cumbersome and difficult mathematics. Students with a weak background and low capacity must not only listen carefully to the lessons and take careful notes, but also work hard to consolidate and summarize them. However, these factors are objective, so it is impossible for teachers to teach all students. It goes without saying that a science student, whether based on long-term development or on achieving overall scores for advanced examinations, should learn high-school mathematics solidly. Time is limited, so the allocation of time for study in various disciplines is worth studying. I will talk to you in conjunction with the body of my high school studies, and i hope you will find something. “learning is the light, trying is the oil; in order for the light to shine, it must be refuelled.” mathematics must be "1+1>2" and zhang yi has a formula "1+1>2". In fact, the so-called dilemmas were never “airhouses”, but they were based on known basic knowledge, capable of transforming the unknown into known, and much simpler. At the same time, mathematics is a very strict discipline, which is very “pricing”, and zhang zeng's method of learning is to encounter formula justice, which is generally deduced by the teacher himself, regardless of his or her requirements, to determine the source of the conclusions. This has made his parents very anxious and have repeatedly urged him to concentrate on the matter and to do it once, or several times. The father of zhang zhang's “mathematical interest” is a lawyer, the mother is an accountant and, influenced by his parents, he has had frequent contact with the numbers at a very early age, and is also particularly interested in the numbers. The elements of mathematics are typically discharged in order and in relation to the matter, and the subject matter is cleared, divided, prioritized and broken. The idea of turning complexity into a few simple issues. Simulation is a way of playing a regular role at the initial stage, using teachers or textbooks as a reference, and is done systematically. So the two ways of doing the subjects in the daytime are to be used in combination, and the carefully done questions and the browsing questions are to be used in tandem. Symbolic. Lack of understanding of internal relationships between similar and similar concepts or concepts is detrimental to the understanding of concepts, which suggests a deep mathematics gap. The concept of learning needs to be clear about concepts that cannot be included or relevant. The concept is deepening as one's knowledge grows. The concept is a fundamental problem in mathematics, not on the back, but on the back, and it evolves in constant application, following a process of comparison, practice, search, summation, summation, etc., which leads to a complete concept. Because whatever business we're in, math is important as a basic way of doing things. As educators, pupils are treated with a different mindset than their parents, who, because of their intimacy, tend to be anxious, but when dealing with learning and growth problems, they are unsolved and must be guided by scientific methods, methods and educational means to solve these problems. Strong motivations can promote memory; a full understanding of the objects that are remembered can deepen impressions; a connection that can make brain cells sensitive and active and improve memory efficiency; and an effective repetition, the father of memory, the right repetition, the mother of memory, which can effectively repeat, properly repeat and enhance memory effectiveness. It is important to do your homework on time, do your homework on time, do your homework on an independent basis, do your job in a spirit of “no shame”, ask your teachers, ask your classmates, and then do your work independently, without copying the formula, or “dead-to-life” formula, or the doctrine. It is also possible to study carefully and ask questions that are not understood in order to facilitate attendance. In general, a complete learning process can be attributed to the following steps: pre-hearing review. 3. Doubts about what the teacher speaks in the classroom should be recorded in a timely manner, and such doubts may be the result of errors in his/her own understanding, as well as the result of the teacher's negligence in his/her teaching, and may be recorded in such a way as to facilitate discussion with the teacher after school. The formulae are changed to understand their different forms of change. Teachers should clearly inform students about the steps required in the process of learning formulas to enable them to master them quickly and smoothly. 3. Give positive and negative examples of the scope of the concept. A mathematical concept needs to remember the name, describe the essential attributes, understand the scope involved, and apply the concept to accurate judgement. There are a number of important conclusions in trigonometric functions, stereogeometry and geometry that should be remembered. The subject matter is not only important in textbooks, but more important is its basic concepts and basic thinking. If you work hard, you will be successful! The supreme school of law, beijing university, has a special focus on learning textbooks, and places every subject in the textbooks. A section of the book is broken down into layers, where knowledge points are summarized and summarised, and links can be recalled through the eventual departure from the book. The knowledge points for advanced examinations are derived from textbooks, and the adaptation of the subject questions from textbooks makes it possible to obtain a high examination, combining basic questions or points of knowledge and making it a challenge. The master of science (mathematics) method of learning at the 2005 high examination: li's total of 690 points (plus 10 points) in singles: 131 points in languages, 142 points in mathematics, 133 points in english, 274 points in basics: the diversity of knowledge in material science and engineering coefficients at the university of tsinghua makes it difficult to obtain an orderly grasp of the knowledge points, which need to be linked by a line. Wrong numbers or wrong ideas? Why is it wrong? How did you get the wrong idea? Will you make the same mistake in the future? Second, there was an entry point, an error in thinking, which was simply not appropriate for such topics. I think the most valuable mistake is category two. Cheney high school talks about the secret of learning (mathematics) and the master of learning methods (mathematics) at the 2005 high school level. In making its presentation, the university of beijing's guanghua school of management, in addition to its typical case studies, needs to focus on its own mistakes. She said that there were not many questions, but that it would be hard to insist on doing a few things every day, otherwise the hands would be lost and the feeling would not come back. According to yong, multi-problems are necessary for mathematics, and there is no need to do much, but it must be done. And geography is about moving the map into the brain, which is zhang yong's heart. In her view, for humanities students, notes should not be written on notebooks, they could be written on textbooks, while reading books could be remembered as important. He said that it was inevitable that students would read more in their prime, because it was only through extensive reading that their knowledge of things and their literary feelings could be improved, so that they could understand the subject matter of writing well and write better. She states that she usually divides the study time into three-day rounds prior to the examination, and then arranges for a half-day section for six subjects, with rounds of bombardments, if needed. She herself, for example, did not understand english grammar very well, but by doing a lot of reading, she developed a certain sense of language, and then she started with a question that could be grasped in any moment or language. 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Seriously, there would be much to gain from the general reconciliation of scores for the examination. Here are some of my learning habits: english is practiced every day, it is read, and it is spoken in order to have a good speech. The second is to have good learning habits. Time has passed, and it's easy to lie to yourself, to read, to read, to read, after school, and wonder, "how can you see a half day without it?" so focus on the book, on the book, on the pen, and put all your energy into it。in short, all habits conducive to learning are good habits. Don't leave the whole set of questions there. Show me the table. That is the logic of “touch-by-touch”. Take a look at the high-level test. There are 500 high-impact learning methods. She said that some people write words every day, but may not remember a few at the end, because each english word has different meanings in different contexts, so the best way to write a word is to do it while reading it, or to recite it, and it is easier and deeper to understand the meaning of a word in larger text. While language learning is more focused on one's understanding, basic knowledge is also important in the current educational system. Zhang yong said that, in terms of the subject of the essays of these years, the mental ability and depth of the candidates played an important role in writing. She said she was about to turn these books over and over before the exam. At the political level, he believes that politics is too complex. If political, economic and philosophical common sense are to be remembered, it is very difficult, so it is possible to grasp one direction by making questions, and it is not too far away from answering them. Zhang woo-chun said that she had a strong sense of numbers, and she did not think that it was necessary for students in the arts to learn mathematics and to learn from it, as long as it remained medium-to-high. When it's done, some of the wrong questions are written on the notebooks, or they're very cleverly solved. In addition, more care should be taken when making easy questions, and it was not necessary to spend too much time on too deep a topic. The error in the examination can be divided into two types: one because it's too hard to think; the other because it's wrong because it's careless. First, the wrong subject. If you can put an end to your careless mistakes, you'll have a very good score in high school. A summary of the formulas that must be mastered must also be known for that reason, using the interrelationships between the formulas. Graphical memory methods, i. E. Mapping the relationship between points of knowledge, conditions of application, characteristics, etc. It's true that these methods may still not meet the requirements of learning, but the key is to be self-sufficient




