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How to learn math well in junior high school? What are the effective methods?
How to learn mathematics well in junior high school What are the effective ways to learn various subjects efficiently in junior high school, and learn to attend classes;

1, prepare for class, that is to say, preview before class, find out what you don't understand, find problems, and go to class with knowledge points and questions, which will be more enjoyable and easier to listen to and master;

2. Participate in communication and interaction. Don't just put yourself on the sidelines of "listening", but the participants of "listening". Think positively about the questions the teacher said or asked, and answer them when you can (the benefits of answering questions are not only performance, but also make you more focused).

3. Listening should be combined with writing and thinking. Pure listening is easy to slack off, and there are few points that can be remembered. We must learn to organize memory quickly.

If for various reasons, you have seemingly incomprehensible or incomprehensible knowledge, you must take time to understand it in class or after class. Otherwise, the problems will only accumulate, and finally you can only wait to embrace the "no three no four" exam results.

Second, learn to remember:

1, learn to integrate knowledge points. Classifying the information you need to learn and the knowledge you have mastered into a mind map or knowledge card will make your brain and thinking clear and help you remember, review and master. At the same time, learn to link new knowledge with what you have learned, and constantly mix and improve your own knowledge system. This can promote understanding and deepen memory.

2. Use your brain rationally. The so-called rationality, first, alternately reviewing different courses, such as the intersection of arts, history and geography, can make different parts of the cerebral cortex excited and inhibited in turn, which is conducive to the enhancement and development of memory ability; The second is to remember at the best time, which should generally be arranged in the morning and before going to bed at night, according to your own memory peak.

3, with the help of efficient tools. Speed reading memory is an efficient reading learning method. Its training principle lies in activating the potential of "brain and eyes" and cultivating a reading learning method that directly reflects eyes and brains, mainly practicing to improve reading speed, attention, memory, comprehension and thinking ability. After mastering, you can quickly extract the key points when reading articles and materials, promote sorting, induction and analysis, and improve the efficiency of understanding and memory; At the same time, reading fast can save a lot of time and do other things easily. For specific learning, please refer to Jingying whole brain speed reading and memory training software.

Learning mind mapping, mind mapping is a method to concretize radioactive thinking, and it is also a method to organize and promote understanding and memory efficiently. It can not only systematize and visualize the data in your brain, but also help you think and analyze problems and make overall plans. However, it is not a simple matter to learn mind mapping well and use it flexibly, and it takes a lot of time. There are also mind mapping exercises and methods in the "Jingying whole brain speed reading and memory training software" mentioned above, which can be used for reference.

Finally, learn to sum up:

First of all, we should summarize the exam results and learn to treat the scores correctly through summary. Only by looking at the score correctly can we not be blinded by the score, but focus on the learning process and the The Secret Behind contained in the score. The second is to sum up the gains and losses of the exam and find out the reasons for success or failure, which is the central task of summing up after the exam. Of course, learning is expensive in the process of hard work, but the score is one of the signs of knowledge and skill level after all, and whether the hard work process is reasonable is often reflected in the score. The third is to summarize and sort out the wrong questions, collect the wrong questions and do some corresponding answers (if you don't understand, you should know how to solve this question and how to solve this type of question). The fourth is to determine the direction of the next stage through summary.

How to learn math well? Is there a good method? A junior high school student. First, attach importance to teaching materials.

Textbooks are the basis of learning. The difficulty and intensity of junior high school learning have improved, and there are more contents to learn in junior high school. Many students put all their energy into exercises, and some students think it is useless to read textbooks with high scores.

This is a wrong view. By comparing students in some key universities, it is found that students with better grades often spend more time reading textbooks. Preview, and know where your weaknesses are, so that you can focus on the class, and in the process of listening to the class, see what the teacher said that he did not find or notice, and remember what the teacher extended in class, because these are often valuable experiences of the teacher for many years. After class, you need to remember what the teacher said according to the textbook, and be familiar with the knowledge in the textbook to avoid omission.

Second, pay attention to the derivation process.

The derivation process here mainly means that you can deduce other concepts according to the most basic concepts in the textbook, so that you can have a deeper understanding of concepts or theorems or deduction formulas through your own deduction, and then you can simply deduce other theorems by yourself by remembering the most basic concepts, so that you will be more familiar with all theorems when you remember them, and you can also quickly deduce some theorems if you forget them during the exam. Moreover, the ideas and methods of theorem derivation are very important, which are often common derivation and calculation methods in exams. There is a lot of knowledge in junior high school, a lot of which you have never seen. Only by paying attention to the most basic theorems and their derivation methods can we make them quickly when we encounter problems and have never seen them before.

Third, correct mentality.

From junior high school to junior high school, great changes have taken place in both study and life, so we need to pay attention to the adjustment of mentality. In mathematics, we mainly pay attention to two points. In primary school, you may be the best in your class or school, and your academic performance is among the best in your class, which is often the focus of teachers and classmates. After junior high school, there will be more excellent students. If you feel that you haven't received too much attention before, don't be discouraged and don't give up. You need to keep a correct attitude and study hard, and you can't influence yourself because of other people's opinions. With a firm belief and a peaceful mind, we can cope with all kinds of difficulties and setbacks well; Don't have a shadow if you don't learn junior high school mathematics well, because there is a big difference between primary school mathematics and junior high school mathematics. In terms of learning methods and knowledge design, learning well in junior high school does not mean that you can learn math well in junior high school, and learning poorly in junior high school does not affect your excellent grades in junior high school.

The important thing is that you can put your mind right, adapt to junior high school study as soon as possible, and follow the teacher's rhythm to find a suitable learning method.

Watch Xueba share how to learn Chinese well in junior high school. Interested in Chinese.

Interest is an important prerequisite for learning and a key teacher. In the process of learning, interest is very important. You see, those scholars may not spend too much time on Chinese at all, but because people are interested, they will be willing to study and explore some knowledge points, so it will be easier to master them. Therefore, if you want to learn Chinese well, you need to cultivate their interest in learning. Interested instructors often find it easier to learn this matter, and they will be interested in continuing learning in the face of obscure knowledge points.

Have the consciousness of autonomous learning.

Autonomous learning means that you are willing to take the initiative to learn. If we all wait for the teacher to teach us knowledge, students can't really learn well just by listening, because countless facts have proved that there will be a great difference between passive absorption of knowledge and active absorption of knowledge. You will find that Xueba doesn't need many suggestions from teachers, but will be willing to take the initiative to learn. From the practice of various Chinese topics to the discovery of Chinese learning rules, we need to be guided by the consciousness of autonomous learning.

Contact more extracurricular reading materials.

Learning Chinese well in junior high school requires reading more books. At the same time, the books you read should not be limited to textbooks, but can be read from literature to rationality, from ancient times to the present, which will be of great help to increase your knowledge and vision. Reading should not only look at China, but also absorb foreign ones. There are many excellent literary works in our country. Reading more of these works will help to improve the accumulation of Chinese. At the same time, we should read more foreign books and articles, and learn the expressions of words in different cultural atmosphere, which will also have a good effect on improving Chinese performance.

How to learn English and math well in junior high school? What are the better methodological English? It's useless not to spend too much time studying. It's from my foreign language school If you still want to ask, please add me qq:4 19079069.

How can I learn math well?

How can I learn math well?

The answer to this question seems simple: just remember theorems and formulas, think hard and ask questions, and do more questions.

Actually, it's not. For example, some students can recite the bold words in the book word by word, but they can't use them. Some students do not attach importance to the process of knowledge and methods, and memorize conclusions mechanically; Some students are too arrogant to think and speak, but when it comes to writing and calculation, they are full of loopholes and mistakes. Some students are too lazy to do the problem, thinking that it is too difficult, too boring and too heavy a burden; Some students did a lot of exercises and read a lot of counseling books, but their grades just couldn't get up. Some students failed to review, learned a paragraph and lost a paragraph.

There are two reasons: First, the problem of learning attitude: some students are ambiguous in learning, unable to tell whether they are enterprising or retreating, insisting or giving up, maintaining or improving, their determination to study hard is often shaken, their learning energy is also very limited, their thinking is usually passive, shallow and extensive, and their academic performance is always stagnant. On the contrary, some students have clear learning goals and strong learning motivation. They have indomitable will, the spirit of hard study and the consciousness of independent study. They always try their best to solve the difficulties encountered in their studies and take the initiative to consult their classmates and teachers. They have good self-awareness and the ability to create learning conditions. Second, the problem of learning methods: some students don't ponder the learning methods at all, passively follow the teacher, take notes in class, do homework after class, cope mechanically, and have average grades; Some students try this method today, and try that method tomorrow. They are "in a hurry to see a doctor", and they never seriously understand the essence of learning methods, nor will they integrate various learning methods into their daily learning links to develop good study habits. More students have a one-sided or even wrong understanding of learning methods, such as what is "knowing"? Is it "understandable" or "able to write" or "able to speak" This kind of evaluative experience is very different for different students, which affects their learning behavior and its effect.

Thus, the correct learning attitude and scientific learning methods are the two cornerstones of learning mathematics well. The formation of these two cornerstones can not be separated from the usual mathematics learning practice. Let's talk about how to learn mathematics well on some specific problems in mathematics learning practice.

First, mathematical operations.

Operation is the basic skill to learn mathematics well. Junior high school is the golden age to cultivate mathematical operation ability. The main contents of junior high school algebra are related to operations, such as rational number operation, algebraic operation, factorization, fractional operation, radical operation, solving equations and so on. The poor operation ability of junior high school will directly affect the learning of senior high school mathematics: judging from the current mathematical evaluation, accurate operation is still a very important aspect, and repeated mistakes in operation will undermine students' confidence in learning mathematics. From the perspective of personality quality, students with poor computing ability are often careless, unsophisticated and low-minded, which hinders the further development of mathematical thinking. From the self-analysis of students' test papers, there are not a few questions that will be wrong, and most of them are operational errors, and they are extremely simple small operations, such as 71-kloc-0/9 = 68, (3+3)2=8 1 and so on. Although mistakes are small, they must not be taken lightly, let alone left unchecked. It is one of the effective means to improve students' computing ability to help students carefully analyze the specific reasons for errors in operation. In the face of complex operations, we often pay attention to the following two points:

① Emotional stability, clear arithmetic, reasonable process, even speed and accurate results;

Have confidence and try to do it right once; Slow down and think carefully before writing; Less mental arithmetic, less skipping rope, and clear draft paper.

Second, the basic knowledge of mathematics

Understanding and memorizing the basic knowledge of mathematics is the premise of learning mathematics well.

What is understanding?

According to constructivism, understanding is to explain the meaning of things in your own words. The same mathematical concept exists in different forms in the minds of different students. Therefore, understanding is an individual's active reprocessing of external or internal information and a creative "labor".

The standards of understanding are "accuracy", "simplicity" and "comprehensiveness". "Accuracy" means grasping the essence of things; "Jane" means simple and concise; "All-round" means "seeing both trees and forests", with no emphasis or omission. The understanding of the basic knowledge of mathematics can be divided into two levels: first, the formation process and expression of knowledge; The second is the extension of knowledge and its implied mathematical thinking method and mathematical thinking method.

What is memory?

Generally speaking, memory is an individual's memory, maintenance and reproduction of his experience, and it is the input, coding, storage and extraction of information. It is an effective memory method to try to recall with the help of keywords or hints. For example, when you see the word "parabola", you will think: What is the definition of parabola? What is the standard equation? How many properties does a parabola have? What are the typical mathematical problems about parabola? You might as well write down your own ideas first, and then inquire and compare them, so that you will be more impressed. In addition, in mathematics learning, memory and reasoning should be closely combined. For example, in the chapter of trigonometric function, all formulas are based on the definition and addition theorem of trigonometric function. If we can master the method of deducing the formula while reciting it, we can effectively prevent forgetting.

In a word, sorting out the basic knowledge of mathematics in stages and memorizing it on the basis of understanding will greatly promote the learning of mathematics.

Third, solve mathematical problems.

There is no shortcut to learning mathematics, and ensuring the quantity and quality of doing problems is the only way to learn mathematics well.

1, how to ensure the quantity?

(1) Select a tutorial or workbook that is synchronized with the textbook.

(2) After finishing all the exercises in a section, correct the answers. Never do a pair of answers, because it will cause thinking interruption and dependence on answers; Easy first, then difficult. When you encounter a problem that you can't do, you must jump over it first, go through all the problems at a steady speed, and solve the problems that you can do first; Don't be impatient and discouraged when there are too many questions you can't answer. In fact, the questions you think are difficult are the same for others, but it takes some time and patience; There are two ways to deal with examples: "do it first, then look at it" and "look at it first, then take the exam".

(3) Choose questions with thinking value, communicate with classmates and teachers, and record your own experience in the self-study book.

(4) guarantee the practice time of about 1 hour every day.

2. How to ensure the quality?

(1) There are not many topics, but they are good. Learn to dissect sparrows. Fully understand the meaning of the question, pay attention to the translation of the whole question, and deepen the understanding of a certain condition in the question; See what basic mathematical knowledge it is related to, and whether there are some new functions or uses? Reproduce the process of thinking activities, analyze the source of ideas and the causes of mistakes, and ask to describe your own problems and feelings in colloquial language, and write whatever comes to mind in order to dig out general mathematical thinking methods and mathematical thinking methods; One question has multiple solutions, one question is changeable and pluralistic.

② Execution: Not only the thinking process but also the solving process should be executed.

(3) Review: "Reviewing the past and learning the new", redoing some classic questions several times and reflecting on the wrong questions as a mirror is also an efficient and targeted learning method.

Fourth, mathematical thinking.

The integration of mathematical thinking and philosophical thinking is a high-level requirement for learning mathematics well. For example, mathematical thinking methods do not exist alone, but all have their opposites, which can be transformed and supplemented each other in the process of solving problems, such as intuition and logic, divergence and orientation, macro and micro, forward and reverse. If you can consciously turn to another method that is opposite to one method when you are blocked, you may have a feeling of "there is no road in the mountains and rivers, and heaven remains our neighbourhood". For example, in some series problems, in addition to deductive reasoning, inductive reasoning can also be used to find the sum formula of general formula and the first n terms. It should be said that understanding the philosophical thinking in mathematical thinking and carrying out mathematical thinking under the guidance of philosophical thinking are important methods to improve students' mathematical literacy and cultivate their mathematical ability.

In short, as long as we attach importance to the cultivation of computing ability, grasp the basic knowledge of mathematics in a down-to-earth manner, learn to do problems intelligently, and reflect on our own mathematical thinking activities from a philosophical point of view, we will certainly enter the free kingdom of mathematics learning as soon as possible.

How to learn math well in junior high school, how to learn math well and how to improve math interest, we must first like math teachers. Even if you don't like TA now, people have advantages. TA must have something you like. Look at the part you like, so that you like TA and listen to TA lectures.

When you are playing middle school, even if no one creates conditions for you to play, you should take learning math as fun. Don't always think about "improving your interest in learning mathematics" and "improving your interest in learning mathematics". We can really play math. How can we not be interested? !

Actually, math is really fun. I believe you can do it.

How to learn math well in junior high school? Listen carefully in English class and be careful not to be distracted. After listening to the class, it will be easy to do the problem. After class, remember what the teacher said in class and strengthen the memory. Have you ever heard of Ebbinghaus's problem curve? Review in time according to that. Ask if you don't understand, don't delay too long. That's what I do, and my grades are pretty good now.

How to learn math rational numbers well in junior high school (rational numbers are the general name of integers and fractions, and all rational numbers can be converted into component numbers.

Rational numbers can be divided into integers and fractions, and can also be divided into three types: one; Positive rational number, two; 0, three; Negative rational number. Real numbers except infinite cyclic decimals are collectively called rational numbers. )

There are only a few rational numbers. If you study hard, there won't be much problem. Don't be afraid of him without deep contact. It's actually quite simple. Look at him calmly and learn from him calmly. He is a piece of cake. Come on, remember what's in brackets.

How to learn math and English well and learn to solve them. Hello, the original English learning method is as follows:

How to learn English well?

First, you should believe in yourself and have confidence in yourself.

Second, prepare the following things: class notebook, an MP3/MP4, English newspaper, cloze, reading comprehension, and miscellaneous selection of excellent compositions.

Third, you must take notes in class and review after class. After class, you must download English songs and movies online, read two English newspapers every day and spend two hours typing and reading every day. In addition, you must accumulate good words and paragraphs in your composition. In addition, we should communicate English with friends and relatives frequently, accompany English everywhere, and never leave every class.

Fourth, learn to sing more English songs, learn more English subtitles of movies, read more, practice more and accumulate more vocabulary.

Fifth, learning English can't rely on a talking mouth, but must be practiced in combination with reality. We should listen, read, sing, accumulate and speak.

6. There is no absolute excellence in the world, only hard and patient training. Where there is a will, there is a way. )

The simplest and most basic way to remember words and sentences:

Copy it several times first, read it several times more, and listen to music to assist memory in the process of copying and memory.

Second, review more, dictate more, watch more, and practice more words.

Recommended teaching materials: Li Yang Crazy English, Thin Ice Grammar, Introduction to Wang English-From ABC to Fluent Spoken English.

Math should do more problems and use more brains.

If you are satisfied, please adopt it as soon as possible. Thank you for your cooperation!

There are many ways to learn math well and be interested in it! Damn it! Eat like a chicken leg! You must trust your lovely d study Committee member!

How to learn math, physics and chemistry well in junior high school? Let's just say that math and physics in junior high school is very simple. As long as he is smart in class, he can do these things well. If he can't explain that he can only take the liberal arts exam in high school in the future, because high school mathematics and physics are not as good as junior high school, I have experienced it personally. I hope to adopt.