Seek the "solution method of high school mathematical model", thank you! Honey, if you want a genuine one, you can contact me. Oh, we can provide you with a more professional and comprehensive method to solve the mathematical model of senior high school, and ensure that the genuine version is seriously pirated.
Excuse me, is the solution method of high school mathematical model effective? Hello, the data of this high school mathematical model solution method is good, but I personally think it is not suitable for everyone. I also see that many people have no effect after using it, so it mainly depends on how you use it. Personally, I think the main thing is to let you know what you lack. The mathematics part is relatively lacking. Many people buy a lot of materials to review, but they don't use much in the end, so they can only spend money in vain. The model method is to use the model nest to answer questions according to fixed steps, but it is best to draw inferences from one another. Otherwise, the flexibility of mathematics will still be beyond his scope. The above is my personal opinion, I hope it will help you and hope to adopt it!
How to learn math well? 1.
Mathematics is one of the compulsory subjects, so we should study hard from the first course. So, how can we learn math well? Introduce several methods for your reference:
First, the course focuses on attendance and review in time after class.
It is mainly in the classroom to accept new knowledge and develop math skills, so we should pay attention to the characteristics of classroom learning efficiency and find a suitable learning method. In order to keep up with the class thinking, teachers and positive predictions, the next step is to start thinking and solving problems, and compare their teachers to talk about the differences. Pay special attention to the study of basic knowledge and skills, and don't stay in school to review the topics in time. First of all, you need to do all kinds of memory exercises of the knowledge mentioned by the previous teacher, master all kinds of formulas correctly in the process of reasoning, and try to remember to celebrate, instead of using the behavior of clearing the book immediately. Independent and diligent work, in a sense, should not cause some problems with unclear learning style, because his current thinking is not clear, so it is difficult to solve the problem. You should calm yourself down and try yourself on the topic of serious analysis. Organize and summarize at each learning stage, combine knowledge points, lines and surfaces to form a knowledge network and integrate your own knowledge.
2. Ask more questions appropriately and cultivate good problem-solving habits.
In order to learn mathematics, the topic to be done is inevitable, and I am familiar with all kinds of problem-solving ideas. Starting with the basic problems that have gained the upper hand in textbook exercises, practice repeatedly to lay a good foundation and find some extra exercises to help broaden your thinking and improve your general law of analyzing and solving problems. For some simple problems, if you make mistakes, you can use the wrong problem set to write numbers that compare your own problem-solving ideas with the correct problem-solving process, so that your natural mistakes can be corrected in time. Usually develop good problem-solving habits. Let your energy be highly concentrated, your brain be excited, your thinking be agile, you can enter the best state, and you can use it freely in the exam. When you have a problem-solving routine, there are no different habits, and more importantly, it has been proved by practice. If you usually solve problems casually, carelessly and carelessly, it will often be completely exposed in the exam. Therefore, it is very important to develop good problem-solving habits.
Third, adjust the mentality and treat the exam correctly.
First of all, we should focus on basic knowledge, basic skills and basic methods in these three aspects, because the basic questions in each exam also account for most of them, but for these problems, we should comprehensively strengthen the questions as a relief, think carefully and think clearly about what we have summarized. Adjust your mentality, let yourself calm down at any time, think in an orderly way, and overcome impetuous emotions. In particular, we should have confidence in ourselves and always encourage ourselves. No one can beat me except yourself. No one can beat my pride if you don't break yourself. Before preparing for the exam online, practice routine questions and start your own thinking. Under the premise of ensuring accuracy, you can avoid exams and improve the speed of solving problems. For some basic problems, it must be easy to fully grasp the score of 12; For some problems, we should find ways to score, learn to find ways to score in exams, and make our level normal or even extraordinary.
So when we study mathematics, we must find a way that suits us, understand the characteristics of mathematics, and let ourselves enter the vast world of mathematics.
How to learn mathematics II
There are two problems that must be solved in learning high school mathematics: the first is to understand the problem; The second is the method of the problem. Some students think that teaching
Because the proportion of mathematics branches is significant, learn to deal with the college entrance examination; Some students think that mathematics has laid a foundation for further research in the future. These findings are reasonable, but not comprehensive enough. More importantly, the purpose of education is to learn, accept the facts influenced by mathematical thought and spirit, and improve the quality of thinking and scientific literacy. In this case, it will last a lifetime. A leader told me that his secretary was not satisfied with the work report of his liberal arts graduate student and asked him to write it himself. It can be seen that even if you are engaged in secretarial work in the future, you must have strong scientific thinking ability, and learning mathematics is the best thinking gymnastics. Some high school students feel that they have just graduated from junior high school. After graduating from there in the next three years, you can relax. It's too late to work hard until sophomore year and junior high school. Even in primary school and junior high school, "the first song after nervousness" was confused as "success", which is such an experience. As we all know, the first high school mathematics teaching is scheduled to complete two or three years of courses, and the third year will be an annual general review, so the teaching progress is very tight; Second, high school mathematics is the most important and difficult content of senior one (such as functions and formulas). If you don't finish learning the content once, it will be difficult to learn the whole senior high school mathematics again, so you should pay close attention to it from the beginning, even if you are a little slack, your subconscious thoughts will weaken your perseverance and affect your study.
Because of the great pressure of study, according to your own foundation, study habits and psychological characteristics of each student, choose the learning method that suits you. I want to refer to the main points here for everyone to learn the characteristics of the material.
L, pay attention to mathematical concepts. The biggest difference between high school mathematics and junior high school mathematics is that the concept is more abstract. Understand that "taste" is very different from the past, and solving problems usually starts with the concept itself. It is not enough to know the literal meaning of learning this concept, but also to understand the deep meaning and master various equivalent expressions. For example, why is the image (x) of function y = f(x) where y = F- 1 a symmetrical straight line y = x and y = function f(x) where f = 1 (y) has the same graph? Like; Another example is why when f(×)= F( 1-x), the image of function y = f(x) is symmetrical, while the image of y axis (1-x) of y = f is on the straight line X = 65438?
2' Learning solid geometry has better spatial imagination, and there are two ways to cultivate spatial imagination: one is to wash pictures; Second, the self-made model is helpful for imagination, such as using four right-angle modules to control more than three pyramids to practice, observe and think. But in the end, it is necessary to reach the realm that can be imagined without relying on the model.
3. Learning analytic geometry should not be included in school algebra. Calculation is not just drawing. The correct way is to draw the calculation of the side and try to draw while calculating.
4. On the basis of personal study, inviting some students to have a considerable discussion is also a good way to learn, which can often solve problems, even more thoroughly, and is beneficial to everyone.
One to one:
How to calculate first?
In the first study, every student can do this. There are two main reasons why it can't be explained as the first: one is that the lifestyle and learning methods are incorrect, and the other is that there is no strong perseverance. Perseverance is the first important, and learning methods are the second important. In real life, students in China still account for more than 70%. Although I have the first account for the first time, it is not the strongest willpower, or whether life is the best way to learn. They may be number one today, but they won't be tomorrow. That is to say, according to the description of the first learning and exercise method, it is usually the first existing one.
First of all, is it necessary to gain glory through hard work? This is difficult, because "willpower cultivation" is the most difficult job in the world. Only you have perseverance, and you may be the first. Of course, the correct way of life and study is also particularly important. Here, what is strong perseverance? As long as you can follow the following points, but keep records and stick to one semester, one year and three years every day, then your physical strength is enough to meet the first requirement. In this exercise, you have stopped, and there is no reason for you to stop, such as fear in the middle, windy and rainy, emotional disorder, housework. What you have to remember is that you have learned the most important thing in the life of high school students, and unimportant jobs will surpass it. In addition to strong perseverance, correct learning methods and lifestyles are also important.
Everyone can be the first student. The original account is not necessarily smarter than you. How many brain cells are there that are not necessarily more than you? Didn't Edison say that "genius is 99% sweat and 1% inspiration"? ! So you must first change your mind, that is, believe that you will succeed and surpass the existing first, including your own first.
Secondly, you must exercise every day. Without a healthy body, you can do anything, even if it is bad occasionally, it can't last long. Exercise for about 30 minutes every day. Be sure to stick to it every day. Many forms of exercise, such as jogging, tennis, basketball, push-ups, standing long jump and so on, can be used. Some students have great face. They are afraid of being seen running when others don't run. Sorry, you are wrong. I'm really sorry that it's hard to get into college for a few years, and it's hard to get laid off for a few years. If you can't support your future, it will be really embarrassing.
Third, we should have a correct attitude towards learning. Before each class, the teacher should prepare a preview of the relevant content, which is good, easy to understand and not marked. Listen carefully when the teacher speaks. If the teacher talks about it later, be sure to ask the teacher until it is clear. When a question is not asked for two or three times, the average student is embarrassed to ask, and the teacher who doesn't like it so much has the character of "asking after understanding". Listen carefully, think carefully and take notes in class. Be clear when taking notes, because notes are more valuable than textbooks and are the main basis for future review. exist
The first thing in class is not to do homework, but to take notes of knowledge, and the ideological content in textbooks must go through the heart. This will greatly improve your homework. As the saying goes, "money is not everything." Think independently about your homework. If you can't solve it, discuss it with your classmates and teachers. When the reporter asked the students not to ask this question, the result was "What should I do with this question?" "The question is why?"
Fourth, correct your mistakes and failures. If you don't learn from some lessons, you will not only complain, but also won't be discouraged when you practice wrong or do poorly in the exam. You have to face the reality that you don't want. It doesn't matter if you haven't studied it. You write the knowledge with "memo" on it, then ask your classmates and teachers, and then write the correct explanation or result on other pages. The correct way is to copy the original "memo" and then learn and practice the correct way to write the results on other pages. If you can pay attention to these problems, your learning efficiency will be improved by 30%-60%. The reason why the answers or explanations are written on other pages is that it is time to look at the knowledge or mistakes in the next subject, then think about the understanding and explanation of these knowledge with your brain, and then think about the exercises and answers. Mistakes and failures are not terrible. As long as you can face them squarely, everything will be the driving force for your success.
Fifth, accounting. You must have an account to study. When you do well, write it down. When you have a wrong question, write it down (note: just remember the memo "Today's Wrong Question" and the title page). Learning English in such courses is recorded; Write down the physical exercise in life, record every second of study in the notebook, record the correct number of questions, the wrong number of questions and the wrong number of questions (page number "memo") in the notebook, record the knowledge learned every day in the notebook, prepare for tomorrow and the day after tomorrow, and then check whether you really have mastered these knowledge points. After a few days, you must learn and master the knowledge in books.
The notebook is a record of your study, training, every detail, school life and every day, about 32 pages. It may be that the amount of 32 was recorded on two pages this Monday, and your account was established day by day during the school holiday without interruption. This is the first road you have taken.
Although it is not the quality of education in our school now, it is our goal to excel in learning. It is a necessary condition for us to enter high school, and it is also given to the society by every job we do in the capital. Students strive for the first column. If you stick to the above requirements for one year, you can occupy the first place.
If we do this, even if you can't take the first place, you must be an excellent student in China, because most students don't have such perseverance and China doesn't have such a good study lifestyle. Students, * * * strive for a better tomorrow!
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First of all, we must study math. More than two thousand years ago, Confucius said. "Who knows better than good? Good people are not music. " "Good" and "happy" here mean that you are willing to learn and like learning, that is, you are learning from great world-renowned scientists. Einstein's theory of relativity also said: "School life and the most important motivation are work and the fun of work." Learning is an interesting learning initiative and enthusiasm. We often see some students who have read a mathematical concept for a long time and are diligent in thinking in order to make it clear. In order to answer a math exercise, they forget to eat and sleep, because their math study and research are the main things. The benefits are unimaginable. People who are not interested in mathematics can learn mathematics. To cultivate students' interest in learning mathematics, we must first understand the importance of students' interest in learning mathematics. Mathematics, known as the queen of science, is an essential tool for learning and applying scientific knowledge. It can be said that without mathematics, you can't learn other subjects. Secondly, you should have the spirit of research. Without the tenacity of not learning, you can jump into the mystery of mathematics, learn the experience of mathematics and get the joy of success through in-depth study. Last year, I had a strong interest in natural mathematics, and I was very motivated to stimulate my consciousness and learn mathematics.
Have enthusiasm and interest in learning mathematics, but also pay attention to study and develop good study habits.
Knowledge and ability, effectively grasp the basic knowledge of learning mathematical concepts, including learning, theorems, formulas and problem-solving learning, and be good at grasping its essential attribute, that is, this attribute is different from other concepts; To learn theorem formulas, we should grasp the internal relationship of theorem directions and grasp the applicable scope and types of theorem formulas. Therefore, we can skillfully apply these theorem formulas, master the basic concepts and theorem formulas in mathematical problem solving to solve conflicts, and have completed the transformation from "unknown" to "known", focusing on learning a variety of transformation methods and transformation capabilities. In short, to learn the basic knowledge of mathematics, we should pay attention to knowledge inspiration and form a systematic overall understanding, and get in touch with the spirit and essence of the law to promote mutual migration and transformation. At the same time, we should pay attention to the ubiquitous ways to solve people's problems in teaching activities in form, and there are mathematical ideas everywhere in means and strategies. For the guidance method, this is also the lesson we want to learn most. Mathematical thinking ability
The ability to transform knowledge into light beam, mathematical structure is the ideological infiltration function of the strong pillar of middle school mathematics textbooks, the combination of numbers and shapes with the idea of equations, the logical division of ideas, the introduction of inductive thinking metaphor, exclusion, substitution, undetermined coefficients, reduction to absurdity, mathematical induction and other methods into thinking and learning mathematics, we should make great efforts to understand the principles and equivalent transformations of these thinking methods, and master the steps to solve mathematical problems through a lot of practice.
In mathematics learning, the trend of paying special attention to the application of mathematical knowledge to solve practical problems and problem-solving skills has made the slogan of "popular mathematics" sweep the world. Some people think that this is a future with good employment opportunities. The preparation of mathematical talents provided in this paper "represents mathematical preparation" not only refers to understanding mathematical theory, but more importantly, learning mathematical thinking and learning to use mathematical knowledge flexibly to solve practical problems. To cultivate mathematics application ability, we must first develop the habit of real questions № mathematics; Secondly, in order to master the practical mathematical problems of general methods, that is, the way to establish them, we must also strengthen the mathematical model of the relationship between mathematics and other disciplines. Besides traditional subjects, such as physics and chemistry, it may be appropriate to understand the application of mathematics in economy, management and industry.
If we can not only learn mathematics knowledge and skills in a down-to-earth way, but also master mathematics ideas and methods flexibly, then we are on the road to successful mathematics learning.
Find the electronic version of the problem-solving method of high school mathematical model, and adopt it in the attachment.
Who can send me a solution to the math model in senior high school? I've used it, and the effect is ok. Let me send you the document.
After adopting my answer, you can download the model solving method.
Tutorial of obtaining model solution method: See the top post "How to obtain model solution method through eye-catching tutorial V 1.2" for details.
Is the problem-solving method of senior high school mathematical model (Peking University Edition) divided into arts and sciences? There is no distinction between arts and sciences in the types of exercises in the question bank, and there is no method to solve them.
Who has a solution to the mathematical model of senior high school? Send me a copy. Thank you for recommending a book: General Problem Solving Template for Senior High School Mathematics. Du Zhijian, editor-in-chief, bought it online in JD.COM.
Who sent me the Method of Solving Mathematical Models in Senior High School? This is a book about physics and mathematics. I hope it will be adopted. I wish you a happy study.