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Understood. It is necessary to pay attention to the integrity and coherence of logic.
The most important thing is that I think I understand, but in fact I don't realize the existence of the problem.
So, when you see the conclusion in the book, you should think more and ask yourself questions from different aspects!
You can read more textbooks, and every time you read them, you should be able to see new problems! If you still understand it, and if you don't understand it, then the effect of reading books will be poor. For example, when you learn a theorem first, you intuitively "comprehend" it, develop an intuition that feels that it is right.
If you look at him again, you have to understand the process and details of its proof. If you look at him again, you have to look at its direct application, where it may be used. If we look at him again, we have to put it in the whole logical system, see what its status is, and what is its relationship with other theorems.
After using it a few times, you need to be able to use it flexibly, and you can think of it immediately when you should use it.
Of course, there is still a certain distance between understanding and actual mastery, and all the necessary exercises are needed. Remember, take matters into your own hands and figure out every step, every detail. Solving a problem at a prompt is by no means the same thing as solving a problem completely independently!!
When you get stuck in a small detail during the exam, or a small problem that causes you to make a mistake, you say hey, the overall idea is right or whatever, then it's not good.
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First of all, I'm a woman.
Uh-uh, a lot of my classmates around me say that math is hard to learn.
We are now in our second year of high school, but we are already talking about the third year of high school. Because I studied Olympiad math when I was a child, I was quite comfortable learning mathematics.
In fact, I think the most important thing is to do more exercises, there are only a few types of questions, and you can also master the key points of knowledge by doing more questions. Then reading books is also crucial.
Personally, I don't think it matters if you listen to the teacher's class or not, as long as you can learn it clearly. Then many of my classmates wondered that I didn't work math, but my grades were still good......Reading books and reading books, really reading books is too important. The teacher is just the one who urges you to read, or whether you are willing to understand it or not.
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The most important thing in the math test is the "feel", but this feeling is not innate, so it is not a norm for girls to be worse than boys in math.
Next, I'm going to tell you how to learn mathematics.
1. When the teacher does not teach a new lesson, complete all the example problems in the textbook, and ask the teacher tomorrow if you can't, and finish other exercises after the lecture, figure out what you can't understand, and preview the next lesson (remember, never put off today's tasks until tomorrow).
2 The basis of "feeling" is numeracy, so if you encounter a problem with trouble, you must do it twice to exercise your numeracy ability.
3 Be good at tidying up. In order to save time, take notes as simple as possible, and form a solution idea in your head, rather than blindly taking notes.
4. Do at least one set of comprehensive questions every week, the time must be continuous, and you must carefully answer the answers after completing them, and find out your own shortcomings.
5 If you want to learn mathematics well, you must devote enough time to learn mathematics, and the watershed moment of success is "I don't have time".
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The best thing is, of course, to cultivate an interest, but most of the girls are not interested in mathematics.
The easiest way to do that is to read more and do typical questions.
The best way to learn and consolidate mathematics is to do problems, no need to deliberately think about how to memorize conceptual things, and if you do more problems, you can naturally memorize them in your mind according to your understanding, and you can't forget them.
And the key thing is that most people can't learn math well, that is, you can understand what the teacher says, and you can't do it yourself, which is the manifestation of the failure to combine basic knowledge with problems, so emphasizing doing problems, doing more problems, can make you see similar problems in the future, and can naturally think of a certain inference and a certain concept that will be used, and form a conditioned reflex.
Finally, I think I think I am the most incisive: listen carefully in class and try to complete homework problems by yourself when you go home, which is basic learning and a shortcut to learning.
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I think the most important thing to learn math well is interest, and the third is to practice. When you like it, you will do the problem, and after you make the answer, you will be very excited, and naturally you will like math more, so that a virtuous circle will be formed, and the grades will be good. After the exam, you should analyze more, summarize your mistakes more, in fact, the summary is more important than the exam, of course, this involves the truth of life that everyone understands, that is, it is normal for people to make mistakes, but the emphasis is on correction, don't take the results too important.
As for the class to listen carefully to the kind of big words, I won't say much, emphasize one point, to do more questions, of course, it is not recommended that you carry out the sea of questions, there are countless questions, you can't finish it, you have to think seriously after you do a question, what knowledge he wants to test you, whether there are other solutions, which solution is simple and not easy to make mistakes, this is all accumulated in the usual practice of the problem bit by bit, don't do the question for the sake of doing the question, pay attention to the question is to eat the question thoroughly, until you know what to do when you see the question, This is also the result of practicing questions and thinking more. You will learn solid geometry next semester, that is very important, because I was not good at mathematics before the second year of high school (including junior high school), but after learning solid geometry, I have mathematical thinking in my head (this is quite important, because the content of solid geometry is very abstract, and I may not be suitable at the beginning, but I hope you can overcome it), and when I look back at the content of the first year of high school, I understand everything at once. Finally, I hope you will communicate more with the teacher, that is better than communicating with us.
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One is the feeling of mathematics.
The second is his interest in mathematics.
The third is the ability to solve problems.
Fourth, the active thinking.
Fifth, our own efforts.
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The most efficient way for beginners is to look at the questions, see some common problem type solutions, memorize them, and then do the questions.
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1. Be sure to pay attention to the basic theories in the books, even if you don't like them, you have to understand them all, and you have to read them often, and after a period of time, you will find that every time you read the book, you will have a feeling that the more you look at it, the reason why I emphasize it so much is that among many people, the later math problems are more and more, but the mind is getting more and more confused, which is the foundation is not clear! But when you learn about it, you will have a feeling of powerlessness, because there is not enough time, how can you have time to read, and in this later stage, because you have already studied all the books, it is inevitable that you will be suspected of swallowing dates when you read it again! After reading it, it's the same as not watching it, and I panic when I read it!!
So remember that the foundation comes first, and then you can be at ease!
2. Pay attention to the summary of the questions you have done, and write and write if you don't know how to summarize, summarize and summarize, correct mistakes, correct mistakes, correct mistakes, correct mistakes! And be sure to review it from time to time!! Otherwise, all that work is a cannon!
When the quantity changes to a certain extent, it will produce a qualitative change! Remember a quote from your math teacher: difficult questions = small questions + small questions + small problems +.
Complex questions = small question A + small question B + small question C +.
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My experience has been to fall in love with math ...
Mainly memorize the formula and love to think.
Actually, math is very simple, don't think about it too hard, (*hee-hee......
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Conceptual things, the key is to understand, if you ask me to memorize a certain theorem or something, I may not be able to memorize it, but I will use it, and that's it.
There was a while. Do solid geometry.
Maybe it's too devoted.,Even dreaming is doing questions.,Often bothered by some inexplicable strange questions.,Sometimes you can wake up in the morning and write the topic completely.,It feels very cool.,The question type is just a few.,Specialization is.,And the foundation is the most important.。
Before the exam, if you think about it, there are only a few question types, and the appearance of the paper scroll has been clearly set in my mind, so I am not afraid.
Hehe, having said so much nonsense, I hope you will make progress if you have a heart!
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If you have any questions, you can send an email, or if you have any questions about any part of math, I can answer them for you.
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Girls can learn the same way as boys. It makes no difference.
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A large part of learning mathematics well is to increase your interest in mathematics.
If you are interested in mathematics, then your curiosity will increase, you will persevere in solving a mathematical problem, you will constantly recall and review the knowledge taught by the teacher, and apply the knowledge to solve the problem.
It is recommended to start with easy questions and gradually strengthen your self-confidence.
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Very good. I'm a good boy in math (I think people think so).
To learn mathematics, you should have a good understanding of the textbook (i.e., the book), and don't think that the content of the textbook is very simple (or not!). Aren't you going to get a high score? )
I've always believed that books are the most important thing.
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After understanding, it will be a little better, so let's do more question types.
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Talented, hardworking, and free from distractions.
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Find the feeling, start doing the basic questions, find some confidence, and then gradually increase the difficulty of the questions, and the more you will feel a sense of accomplishment. I'm starting to feel a bit mathematician-like! (I think I am) and then just. Ha ha.
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I propose to be paper-oriented, this is the best way, there will not be many detours, and then there are more review formulas, mathematics is to talk with formulas, I don't know the formulas, no matter how good mathematics is, it is useless.
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How should girls learn math well? Have confidence in yourself, if you don't learn well for a while, you must know how to persevere, and don't give up easily. When I was in high school, I focused on academics, and I didn't want to compare the rest of the mess.
1.Formula, the basic principles must be familiar.
2.Wrong question books and pen search hidden notebooks are treasures, and you should get used to sorting them out.
3.Brush a certain number of questions. A set of questions can be selected to fill in the blanks and be divided into pieces, and the time should be specified. Remember to put the wrong questions in the error book, write the corresponding test points for each question, and summarize them.
4.Be sure to listen carefully and ask questions if you don't understand. Even if the teacher dislikes you and asks a very mentally retarded question, as long as you see your teacher, you can ask other math teachers. If you can't do it, keep looking for it and keep cracking.
Preview is a must, but it's also necessary to listen carefully in class. If you don't follow the teacher's ideas, you may encounter a lot of problems that you don't understand. The teacher will explain some problem-solving methods and ideas in class, which is very helpful for problem solving.
Just follow along as much as you can, and don't fall behind. Use exercises after class to reinforce the teacher's lesson.
There are no math exams you find, they are all divided into sections, and after learning this chapter, there will generally be a quiz. Therefore, if you can learn each section well, it will not be too bad in the future college entrance examination. Because the review of the college entrance examination is to integrate the knowledge points of each section, so the foundation is laid well, and the review is not afraid.
Every student says that mathematics is the easiest, since the top student has said it, then you don't set up obstacles for yourself, in fact, as long as you take learning seriously, you can basically learn science almost.
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Learning has nothing to do with men and women. As long as you want to learn, as long as you are willing to learn, you can do it. It doesn't matter if you understand the conceptual knowledge in class, and it doesn't matter if you slip the numbers appropriately. Do more questions after class, buy two workbooks and do them seriously.
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The main learning method for high school mathematics is flexibility, imagination, and learning to draw inferences. In the process of doing problems, learn to summarize and learn to generalize.
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Girls' logical thinking is worse, so they should do more divergent thinking exercises and gradually improve, and they should improve.
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Doing the questions helps the most and is the fastest way to improve. to diffuse thinking.
From easy to difficult, step by step, your math score will improve.
It is also important to note that you must understand the questions you don't know how to do, and you must be proficient in answering them, so as to ensure that you will not lose points when you encounter this kind of questions in the future.
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Preview, listen carefully, review, practice; 120 or more is no problem;
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