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Personally, I think that mathematics is to be diligent in thinking, not when the teacher asks, but bit by bit, and the independent extension should also be interested, and interest is the best teacher. It is recommended that you do more questions before the high school entrance examination, don't be afraid when doing each question, don't be afraid of trouble, even if it takes an hour, you have to do it, when you can't do it, just let it go, but not give up, and think about it curiously when you eat! Teacher Yang Zhenning made an analogy, just like a jigsaw puzzle, don't think about putting it together, come one by one, first spell a part, and then spell a part, and finally you find that there is a piece that can connect the two pieces, then you will be excited, and solving math problems is the same!
These methods are sometimes useful, but don't always be obsessed with methods, the best way is "no way", learn to explore, discover, create, and surpass by yourself!
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I don't want to be wordy, it's very simple, and there are only two effective and effective methods: one is to read more tutorials and experience their problem-solving ideas; The second is to complete some questions accordingly every day, and it is best to do it yourself first, wait until you really can't see the answer analysis, and then do it every two days. As long as you stick to the way I say it every day, it's hard to improve your math scores.
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It's not about many, it's about refinement, you can choose a few questions in each aspect, and understanding a question is equivalent to understanding a type, which should help you learn.
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1. Have an interest in learning mathematics. "Interest is the best teacher". To do anything, as long as you are interested, you will be active and proactive in doing it, and you will find ways to do it well.
However, the key to cultivating an interest in mathematics is to master the basic knowledge and basic skills of mathematics first. Some students always want to solve problems, and when they see others in the Olympiad, they have to go to the Olympiad. If these students can't even grasp the basic knowledge in class, they can only learn indiscriminately, which will not help their learning, but will make them lose their confidence in learning mathematics.
I suggest that students can watch some short stories of famous math celebrities, interesting math and other knowledge to enhance their self-confidence in learning.
2. Have a correct learning attitude. First of all, make it clear that learning is for yourself, not for teachers and parents. Therefore, it is important to be attentive, think positively, and speak up in class.
Secondly, after returning home, you should complete your homework carefully, review the knowledge you learned that day in time, and then preview the content you will learn tomorrow, so that you will learn easily and understand more deeply.
3. We must have the spirit of "perseverance". To improve your academic performance, you can't rush it, you have to do it step by step, and don't expect to learn everything overnight. Even if you make slow progress, as long as you persevere, you will definitely succeed in math!
You must also have the spirit of "not being ashamed to ask", and don't be afraid of losing face. In fact, no matter how difficult the knowledge is, as long as you learn it and understand it, that is the biggest face!
4. Pay attention to learning skills and methods. Don't memorize some formulas and laws, but rely on analysis, understanding, and flexible use to draw inferences from one another. In particular, when learning new knowledge and analytical exercises in class, we should not neglect our thoughts and do things that have nothing to do with learning.
Attention must be highly concentrated, and think positively, when you encounter a topic you don't understand, you should make a record in time, and after class, you should do a good job of checking and filling in the gaps.
5. Have good habits of observation and reading. As long as we are interested in mathematics, observe and think carefully, we will find that mathematics is everywhere in our lives. In addition, students can also learn mathematics from various aspects and channels.
For example, students learn mathematics from newspapers and magazines such as TV, the Internet, and the Mathematics Journal of Primary School Students, and Mathematics PHS, so as to continuously expand their knowledge.
6. Have your own point of view. Nowadays, when most students encounter some difficult or unclear questions, they do not think about it and give up easily, and some simply follow the opinions of teachers, parents, and books. Even the authority of teachers, elders, books, etc., is not without a little mistake, we should pay attention to the opinion of the authority, but it is by no means the same as agreeing without thinking.
7. Learn to generalize and accumulate. Summarize the rules of problem solving in a timely manner, especially accumulate some classic and special problems. In this way, it is not only easy to learn, but also can improve the efficiency and quality of learning.
8. Pay attention to the study of other disciplines. Because there is a close connection between the various disciplines, it has a role in promoting the learning of mathematics. For example, learning Chinese well is very helpful for the understanding of mathematics problems, etc.
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Hello, there may be two reasons why my math scores have not been raised. First, you are not very interested in mathematics, so it is difficult for you to devote yourself to it. Second, you don't have a learning method that works for you. If it's the first one, find a way to increase interest.
Math is actually very interesting. I don't know what grade student you are, let's say you're an elementary school student, and I'll give you an example. Ever heard the story of mathematician Gauss as a child?
The teacher asks the students to calculate 1+2+3+......It didn't take long for Gauss to come up with the correct answer after everyone started to calculate the results of 99+100. If you are like this, you also master some speed algorithms, or often watch some riddle stories and interesting games that contain mathematical principles, and you will gradually increase your interest. When you love learning math, your grades will naturally improve.
If you are interested but your grades are not good, then the learning method is not suitable, so you should ask the teacher for advice, learn from the students who study well, and see how they learn. Good luck in the future. Don't be discouraged, be patient and confident in yourself.
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Learning basic theories: Before learning mathematics, we should first start learning from the most basic things, because every theory or link of mathematics is premised on a previous basic theory, and it is a relationship between interlocking theoretical chains. With this point of view, you don't have to memorize some theorems, reasoning and other knowledge, and it will naturally be easier to learn!
Avoid being overly proficient: Mathematics is a study of theory and practice, and being familiar with and understanding the basic theoretical concepts is only the premise of learning mathematics well, and the ultimate goal is to use it in practical operations, or in our daily life. Therefore, we must be diligent in doing problem exercises, and resolutely avoid the learning attitude of being overly proficient, "practice is the only criterion for testing truth", and mathematics is no exception!
Four modes of thinking: The four major systems of thinking of the mathematical system: the combination of numbers and shapes, the idea of functions, the discussion of classification, and the idea of equations.
In the process of learning mathematics, it is necessary to achieve the organic combination of known quantities and unknown quantities, use known values to be displayed in the form of functions and equations, and discuss and analyze the answers to different situations of the problem in the case of unknown and undetermined situations!
Cultivate interest in learning: As the saying goes, "interest is the best teacher", many children may be born with a great interest in mathematics and can learn mathematics happily. If you are not interested in mathematics, I think you can also cultivate it from the following aspects:
stimulate children's intellectual curiosity; Enhance your child's self-confidence; Inspire your child's creativity; Guide children to think diversely.
Exploration and curiosity: Do the above four steps well, and you will be able to learn math easily. How to go from "good" to "fine"?
This requires a spirit of exploration and curiosity. Everyone's curiosity for mathematical knowledge is different, and there will definitely be a lot of difficulties in learning, when your curiosity for difficult knowledge surpasses others, you will surpass each other spiritually, which is a realm of learning mathematics!
Diligence achieves talents: every success is "destined" by God with three points, and seven points by "hard work". Even if a person with a brain and a talent for mathematics is blindly lazy in learning, he will not make much progress in mathematics; And some even ordinary people can make a difference under diligent supervision.
Diligence is the ladder to success!
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This is mainly to listen attentively in class, first to understand, and then to do more exercises, to understand to memorize the relevant mathematical formulas, to be able to memorize, you have to do more problems to be able to practice makes perfect.
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Hello, to learn mathematics well, you need to do more exercises, listen carefully in class, ask the teacher questions you don't know, treat homework as an exam, don't resist mathematics psychologically, usually take more time to practice mathematics, and only by studying more can you learn mathematics.
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Do the same problem in different ways, find your own way of understanding, and brush up on the questions more often, so as to familiarize yourself with the idea of solving the problem.
There is no end to learning, and there is no shortcut.
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1. Develop good study habits.
2. Have a good interest in learning.
3. Listen carefully to the lectures of the math teacher, review in time after class, and ask questions in time with classmates.
4. Make some puzzle math games.
5. You can watch programs like the strongest brain on weekends.
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If you really don't understand the knowledge of basic mathematical calculations, first think about the answers, and then try to do the questions yourself after you know it.
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Communicate more with classmates, our class is like this, we used to be the first, now the teacher communicates with each other as soon as we go to mathematics, I don't know how to ask him, from the exam he just came, to now, our class has always been the first, it is very beneficial to communicate with others more, I hope you try it.
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Listen carefully in class, as long as I listen carefully in class, I can score 100 points without reviewing.
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Memorize the formula and explain it with reality.
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The learning method is a method of quickly mastering knowledge summarized through learning and practice. Because it is related to the efficiency of learning and mastering knowledge, it has attracted more and more attention. There is no uniform rule on learning methods, and the methods selected are different due to different personal conditions, different times, and different environments.
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First of all, you have to remember that you must review each question clearly! Not only can you avoid carelessness, but it is also an important part of avoiding mistakes.
There are many factors that affect carelessness, such as: vision, clerical errors, unclear examination questions, unneat writing, understanding bias caused by not very familiar knowledge points, and blurred memory.
I hope you will find the reasons for these aspects and focus on making changes.
I think we need to take a correct view of the carelessness of students, carelessness is something that everyone can not avoid in their study life, we can't escape carelessness, but we should find ways to reduce carelessness.
Hope it helps.
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Do more questions, and then get into the habit of checking, and that's going to be fine
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You can do some simple questions, not too complicated, and then double-check and make it a habit.
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The best way to face this kind of problem is to double-check!
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All I can say is how I studied in high school.
It is very important to listen carefully during class, and on the other hand, to review in a timely manner.
If there are any problems found from doing the questions, when you encounter problems that you don't understand, you should understand them in time, and record the question types that compare the points, and review them in time in the future to ensure that they will not be forgotten.
The study of mathematics].
The examination of mathematics is mainly based on the basics, and the difficult problems are only synthesized on the basis of simple problems. Therefore, the content in the textbook is very important, if the knowledge in the textbook cannot be mastered, there is no capital to touch the class.
For the content in the textbook, it is best to preview it before class, otherwise there is a knowledge point in class that does not keep up with the teacher's steps, and the following will not know why, so a vicious circle, you will begin to get bored with mathematics, and interest in learning is very important. After all, during class, it is the teacher who is calculating and explaining the problems, and the students are listening, which is a more mechanical and passive process of receiving knowledge. You may think that you have understood it in class, but in fact your understanding of the problem solving method has not reached a relatively deep level, and it is very easy to ignore some of the difficulties that must be encountered in the real problem solving process.
A good brain is better than a bad pen". For the solution of mathematical, physical and chemical problems, it is not enough to rely on the general idea in the head, but only after careful pen calculation can we find the difficulties and master the solution method, and finally get the correct calculation results.
Secondly, we should be good at summarizing and classifying, looking for commonalities and connections between different question types and different knowledge points, and systematizing the knowledge we have learned. To give a specific example: in the function part of higher algebras, we learned several different types of functions, such as exponential functions, logarithmic functions, power functions, trigonometric functions, etc.
But if you compare them and summarize them, you will find that whatever kind of function, all we need to grasp is its expression, image shape, parity, increase and decrease, and symmetry. Then you can make the above contents of these functions in a big **, and compare them to understand and remember. When solving problems, pay attention to the combination of function expressions and graphs, and you will definitely get much better results.
Finally, it is necessary to strengthen after-class practice, in addition to homework, find a good reference book, and try to do as many practice questions as possible in the book (especially comprehensive questions and application questions). Practice makes perfect, so that you can consolidate the effect of classroom learning and make your problem solving faster and faster.
Useful words! o( o thank you!!)
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