There are many good ways to learn math, but I would like to ask how many people can really stick to

The most important thing about the method is whether it is suitable for you, and if it is suitable, sometimes it is a lifetime thing. Because the method paves the way for thinking, that is to say, once the method is formed, good thinking will gradually take shape.

Actually, I think learning mathematics depends on interest. If you do a high job. It's no problem to keep doing it. But sometimes it gets annoying. In fact, the main thing is to do more questions. Then draw inferences.

I feel that mathematics is not very difficult, there is no need to study deliberately, the main thing is to understand in class, note down the method that the teacher said is the most important, and do a few questions after class, and it is basically OK.

I think it takes talent and perseverance to learn math well.

I was anxious about what my former high school math teacher said, "Mathematics is made, not learned".

The learning of mathematics can be said to start from kindergarten and will accompany us throughout our learning career, so it is very necessary to learn mathematics well. Many people find mathematics difficult to learn, especially girls, who are very reluctant to learn mathematics from the bottom of their hearts, and have no interest in mathematics, but they are very interested in liberal arts subjects, so they learn better. In fact, the study of mathematics is not difficult, learning mathematics must pay attention to methods and skills, and you must listen carefully in class, it is a subject that can only be learned by understanding, and it is impossible to judge and learn by memorization.

Here are a few tips for learning math that can help you learn math:

In fact, mathematics also needs to be memorized, such as some fixed concepts and formulas, which are the basis of learning and must be understood. If you can't even grasp the concept of formulas, you not only need to memorize it, but also need to be proficient in application, especially some similar or similar concepts, which must be fully distinguished and must not be confused. Many basic questions in mathematics are based on formulas and concepts, and learning a new knowledge point must start with mastering the most basic concepts.

One of the most important points in learning mathematics is that you must do more practice problems, only by doing more repeated exercises and consolidating the knowledge points, can you generate a way of doing problems, and doing more problems can also help you have a deeper understanding of this newly learned concept. It is best to sort out your own mistake book, which is definitely not just about sorting out the wrong questions, but also about analyzing the questions you have done, summarizing the reasons for the mistakes, and telling yourself not to make similar mistakes next time.

Although it is very important to brush the questions, you can't just pay attention to the quantity and not the quality, and after learning a unit, you should reflect on what knowledge you still have not mastered, and review and master it in time.

The learning of mathematics is not achieved overnight, but slowly accumulated, and I believe that mastering the right method will definitely get twice the result with half the effort.

When learning mathematics, you must do auxiliary lines, destroy a search, which must have this thinking, and then you must memorize more formulas, you must understand clearly what the essence of the test is, you must consider the problem from a different angle, you must improve your logical ability, and then you must have an interest in learning mathematics, you must optimize the process of solving problems, you must analyze the test papers, summarize experience, and try to see more wrong questions. Surplus yards.

First of all, it is necessary to cultivate children's arithmetic ability, and to cultivate children's concentration and ability, to let children do pre-study before the virtual socks class, listen carefully during class, make some notes, and do some practice problems in time after class.

We must learn to summarize and accumulate, sometimes we must have divergent thinking, we must learn to draw inferences from one case when doing problems, and we must learn to locate knowledge points.

When Xuefeng answers Wang Xishu Yinzi, you should choose the right method, which can exercise your logical thinking ability, which will help you improve your math scores, and can form particularly good habits and generate a particularly strong interest.

To read the requirements of the question clearly, you must read the question several times, list the known conditions in the question, and then correspond to the corresponding knowledge points.

To learn math well:

First of all, it is necessary to understand how the definitions, formulas, and properties in mathematics textbooks come about, and memorize them through repeated arguments. This is the basis for solving the problem.

Secondly, consolidate the knowledge points learned through after-class exercises. After-class exercises are the transformation and application of these mathematical definitions, formulas and properties, which belong to basic training and must be able to do all the problems.

Finally, if you are still willing to rise, you need to find corresponding exercises to do special training. The difficulty and quantity of special training depends on the learner's endurance and mathematical level.

Learning is a process of constantly reviewing the past and learning new ones, everyone's learning methods are different, maybe my learning methods are not the best, but to find the most suitable for yourself, is the most effective.

Review after class: In addition to completing the teacher's homework every day after class, I will first review the knowledge of the day, especially the mistakes in the homework, copy the mistakes to my error book, summarize the reasons for the mistakes and solutions, and then do the mistakes again. Deepen the impression.

Conceptual knowledge points, so that you are familiar with them. When doing questions, on the basis of emphasizing accuracy, improve the speed of doing questions. The sketchbook is an indispensable learning tool, even if the simple calculation is done well, it must be calculated in the sketchbook, as the saying goes, it is better to remember than to write badly.

I've always believed that there is genius, but hard work is king. In addition to reviewing the knowledge in class, I will also involve some more difficult questions, so that I can see more of the various question types, so that I will not panic when I encounter difficult problems in the exam. Practicing more and doing more questions is my magic weapon to win.

Although he is not a good way to learn, it is a very suitable learning secret for me.

Pre-exam review: Before the exam, I usually don't do too many questions, just take out the wrong question book and look at it again, and look at the questions that I am not sure of, or have doubts, and then rest. A good mental state is very important during the exam.

Summary after the exam: I usually get the paper to see what I am wrong first, analyze the wrong questions, whether I don't understand the mistakes, or careless mistakes, but generally careless mistakes, this is my weakness, or to strengthen the degree of carefulness. Next, of course, there is still the important mistake book, collect the wrong questions in the error book, and sort out the mistakes again according to the error sorting method mentioned in the after-class review.

Finally, find out what grade your score is in the class or grade grade. It's not about getting too focused on scores, it's a good way to get an idea of what you're capable of. As the saying goes:

Know yourself and know your opponent, and you will not be defeated in a hundred battles. Knowing the gap, set a reasonable goal for yourself, and strive to reach the goal you set next time, so that you can continue to improve.

That's how I learned math, maybe not the best way I learned, but my parents often did.

Tell me that diligence can make up for clumsiness, and stupid birds fly first. I believe that as long as I am diligent and hardworking, good results will be certain.

It's mine. I hope my learning method can be helpful to everyone.

First of all, master the corresponding formulas and theorems, secondly, it is necessary to do more problems before the number of questions, improve the ability to solve problems, and finally be good at summarizing and discovering ways to solve problems, so that you can effectively improve your grades, and I wish you good luck.

1.Listening carefully in class and learning math knowledge is very important.

Capturing 40 minutes in class is a crucial step in learning math well. Learning mathematical knowledge is the foundation, and the learning of some concepts, theorems, and formulas is to lay the foundation for the problems that will be done later. Many students don't know how to do the questions, mainly because they don't learn the basic knowledge solidly, or they don't understand it, which leads to problems in the later learning.

In the classroom, we must keep up with the rhythm of the teacher, the proof of some theorems, and the derivation of formulas are very important.

2.Master the basic problem-solving methods and ideas.

There are many types of questions in math that are the same, and most of the questions are similar in the exam, except that the numbers or the way the questions are presented have changed. Memorize the basic methods and ideas for solving some question types, and use the learned methods and ideas directly during the exam. Learning one question type can solve all similar question types, of course, this is learning, not rote memorization.

Some types of questions that you have never seen before, you may not be able to do it the first time, but after you have studied it, you will do it several times, and you will learn it in the next exam.

3.Build your own set of mistakes.

If you usually do homework or don't know how to do it during the exam, copy it in a notebook and write the answers in detail. Take it out and do it more often, think about why you did it wrong, and what to do next time if you come across me. After a long period of accumulation, there will be fewer and fewer mistakes, and more and more questions will be done.

4.Develop some good math habits.

The formation of mathematical habits is very important. For example, think about problems independently, encounter problems that you can't meet, you won't be discouraged, but calm down and think independently, often do this kind of training, your thinking will be more and more open, and if you encounter problems during the exam, you also know to start with the first. Developing a good habit of drafting, neat writing, clear ideas for solving problems, etc., are some very good habits.

5.Don't be ashamed to ask, if you don't understand, you have to ask.

If you encounter something you don't understand or don't know how to do in mathematics, you must not be ashamed to ask questions. If there is a knowledge point in mathematics that you don't understand, then there will be mistakes when doing the problem, and many people are very sloppy in learning, maybe they haven't learned the knowledge points. Therefore, if you encounter something that you can't do in mathematics, you must ask.

The way I learn mathematics is to preview before class, listen carefully in class, review and consolidate in time after class, practice more questions with Huai, and then sort out the wrong question book, summarize and repeat the wrong questions, which can only be improved.

Mathematics is a problem to brush up, write more naturally will, usually you can do more puzzle questions, exercise your thinking skills, rent a fight can also watch online classes, learn a little tricks to solve problems, encounter don't understand the bold question, don't bury yourself in hard work.

There is a book in high school called Hundred Questions and Hundred Refinements. There is no better way to learn mathematics, as long as we practice diligently, we will definitely gain and grow. My score has also been accumulated over time.

I believe that in order to learn mathematics well, you must cultivate a mathematical thinking, skill, agility, and comprehensiveness.

First of all, you must be proficient in the application of those methods, formulas, and rules, the so-called practice makes perfect, and you must be proficient until you know what method to use as soon as you get the problem, and don't even be familiar with the formula when you need it.

Secondly, the interleaving of different mathematics sections, especially for dealing with comprehensive problems, usually requires more than one or two knowledge points, such as number series and functions.

Thirdly, to develop the habit of drawing, three-dimensional geometry, functions, linear programming, etc., all need to draw pictures, and only the combination of numbers and shapes can be more helpful in solving problems.

Of course, everyone has their own way of learning, and if you keep exploring it, you will find a method that suits you.

Good luck, in fact, when you are interested, when you encounter math problems, you will also be happy to think.

The best way to learn math is to practice more and do more problems.

Be sure to believe it.

Read more books, read more exercises, and do some exercises when you understand the exercises, and you'll be fine if you do more!