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To put it simply, math is 1+1=2
The content of each math part will have some basic things.
The definition of sets, the summation of arrays, several theorems of hyperbola, the understanding of probability, the solution of equations. These things are equivalent to 1+1=2
When the teacher talks about these things, he must first understand them and think about them according to the teacher's ideas.
Then follow this to do the problem yourself.
It's like learning martial arts, the master tells you the muscles and veins, and you also memorize them, and then you have to do the exercises yourself.
After trying a few more times, it becomes a habit, and with the basic skills, you can do slightly more advanced questions.
Gradually, those so-called complex things will be regarded as 1+1=2 things.
Don't look too far at a glance, it's useless, and just do it yourself.
Looking at other people's problem-solving process, it is always someone else's.
There is no end to walking along the path of others, and you still have to walk by yourself.
Only then can we find the problem and see ourselves clearly.
I have a college entrance examination mathematics 138... The 12 points were misjudged, and they should have been full marks, so I didn't bother to look for them.
There are no notes in mathematics, and the third year of high school is basically a sea of questions tactics, with at least one set of questions every day.
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I guess most of it has something to do with the basics, and if the foundation is good, if you have a talent in mathematics, you will be easy to learn.
I don't listen much in math class, and I often get distracted, but my math grades are good, and I don't know why.
I want to start with what you listen to, lay a good foundation, listen attentively in class, and after you can understand what the teacher says, you can give a few other examples, and ask if you don't understand, so that your grades should be good. Let's study hard.
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Practice more and consolidate in practice.
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Because learning math is methodical, if you don't find the right way, then you can't learn math well. When we study mathematics, we must lay a solid foundation and memorize some formulas and theorems, so that we can understand what the problem is talking about, and we can solve the problem. So if you don't memorize all the formulas and theorems, then your revision is useless and you can't improve your math score at all.
We must know that mathematics is different from other subjects, if you use this method when learning Chinese, you can see results, because language and comprehension ability and memorization are related, when you listen carefully in class, when you review carefully after class, you can memorize a lot of knowledge, you can make Chinese problems. But mathematics is not the same as Chinese, and if you do it all the time, even if you spend a lot of time, you can't learn math well. When we learn mathematics, we must learn the basic knowledge, because many questions are extended on the basic knowledge, if you don't even know the basics, then how do you do this problem?
Therefore, when we learn mathematics, we must find the right way and not use the wrong method.
Mathematics is actually a particularly basic problem, if your foundation is particularly bad, then even if you delve into some difficult problems, you can not learn mathematics well, so when we learn mathematics, we must memorize the corresponding formulas and theorems. Only when you memorize these theorems, can you make math problems, and when facing some difficult problems, you can also analyze them step by step, and you can find out what the test point of this problem is, and then solve this problem.
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Because mathematics is a subject that tests talent, it has nothing to do with whether you work hard or not.
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We must adjust our mentality, and then we should also improve our learning efficiency and find a learning method that suits us, so that we can make ourselves interested in Wang Yu's learning, so that we can improve our learning performance, and in the process of learning, we must summarize the corresponding experience and skills.
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It shows that you don't have good thinking and logic skills, and you don't have good learning methods, so your learning efficiency will not be very high.
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It may be because my thinking ability is not particularly good, or it may be because I have not consolidated my knowledge after class.
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I also actively followed the teacher in class, and I worked hard after class, but my test results were very poor.
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The reason for losing self-confidence is that the test results are not good, the reason for the bad results is that the knowledge is not proficient, and there are two reasons for not being proficient, objectively speaking, the teacher is not good at teaching, and the difficulty of the test paper is too difficult. Subjectively speaking, students are not interested in the subjects they are studying, or think that the difficulty is more than their own ability, so the efficiency of learning is not very high, which leads to poor grades in the subject subjects and further discourages enthusiasm.
It is recommended that parents first understand why their children have poor grades, and then help their children in a targeted manner.
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I think I should give him good tuition. Tutoring in math. As long as you have faith, you will succeed in your efforts.
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Parents need encouragement and support to help him discover his strengths and regain his self-confidence.
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Encourage your child and work hard with your child, starting from the basics and taking it step by step.
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Why do you lose confidence the more you learn math? The key is to find your own niche. It is true that mathematics is difficult to learn well compared to other subjects, especially if the foundation is not solid.
First of all, we must face up to the objective reality that our foundation is not solid enough, and we must focus our main attention on the basic topics, and the most direct thing is whether the methods and steps for solving the exercises in the textbook are clear and clear. This is the most important thing, don't just pursue solving problems at this time, which will only make you less and less confident. Secondly, it is recommended to communicate well with the math teacher to see which are the common test points, and strive to figure out the common test points.
Finally, analyze which of the basic questions in a test paper are considered and concentrate on solving them. The score has gone up and improved, so it is natural to have confidence.
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Hello parent, you didn't say anything about your child's grade. It is recommended that you go to Beijing New Oriental Primary and Secondary School 1-to-1, New Oriental has one-on-one tutoring classes for all subjects in all grades from elementary school to high school. The teachers are full-time teachers who only teach one subject, and their professional skills are relatively deep, and I hope to help you.
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There should be no knowledge in the textbook and there is a lack of flexibility.
Mathematics requires you to draw inferences from others, to be flexible, to give you a formula or an application problem, and you have to learn to solve other problems with your own radioactivity.
The reason why you feel that you understand the class should only be limited to the type that you understand what the teacher says, but you haven't used your brain, or haven't thought about it again when you encounter this kind of problem when you are reviewing, the key solution idea is **.
So my suggestion is, after the class, you review the basics, and then you take a look at the practice problems, and compare more about what is the key to solving the problems, mathematics is all the same, if you can solve one by yourself, then the rest is very easy.
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You have to do more to review the knowledge points and then do more questions, only by doing more can you consolidate the knowledge.
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Mathematics is about two aspects, one is the basic knowledge, and the other is the flexible application. There are two types of applications: one is a simple examination of a single piece of knowledge, and the other is a complex comprehensive examination of multiple knowledge points. Therefore, learning mathematics well starts from three aspects:
First, it is necessary to understand the basic knowledge such as concepts, theorems, and definitions thoroughly.
Second, even if the teacher does not keep the homework after class, you must do it again and again to accumulate experience.
Third, we must be diligent in thinking and never give up.
Don't let go of the questions you get wrong, and find out your own shortcomings.
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Mathematics is actually an interesting subject, its essence is not for the so-called exams, it is born to solve problems in life. In the process of learning mathematics, we should focus on self-study and aim to establish real mathematical thinking. Do it:
1. Preview. to go faster than the teacher;
2. Ask for advice. If you don't know how to study on your own, try to study with your classmates and teachers;
3. Reflection. Always reflect on what you have learned, and constantly correct yourself and construct your mathematical thinking.
This paragraph draws on the insights of a master mathematics teacher on mathematics learning).
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Listen carefully to the teacher's lectures in class, and do more exercises after class, so that it is basically the same. If you make a mistake, find out the cause of your mistake, and then remember it, so that you will not make a mistake next time, and your mistakes will be less and less, so that your math score will be higher, I believe this will help you.
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Develop a good habit of carefully examining the problem, calculating carefully, and checking carefully. In this way, you can ensure that the correct rate of solving the problem is improved, and you will be interested in doing it if you always do it right!
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Do more problems, and every time you solve a difficult problem, it is a pleasure for yourself, and gradually you will like mathematics.
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It's easier to start with, but gradually get more difficult, and even if you get it wrong, keep going.
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Learning math is actually quite interesting, but it takes a lot of brains, so stick to it. And if you learn math well, science will also improve.
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Listen carefully in class and practice more questions after class. If you don't understand, just ask.
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