Luoxue I am not good at math, math is not good, how to learn math

It's okay to take your time.,Math isn't like English that relies on accumulation.,Just practice more.,Usually just do a good job of synchronous practice.。。 Also, when doing questions, you can't just ask and look at the answers as soon as you see a difficult one, you have to think for yourself; the relationship between the conclusion reached by the reason and the reason and the thing sought; Don't give up when you break down, just hold on a little longer and you'll find that you've improved. Finally, you don't write the answer, and then think about how you can come up with the answer the next time you see this kind of question.

In short, catechism. That's how I am.

Only practice more, no way, are you a liberal arts? Liberal arts are relatively easier than science mathematics.

I can only do more questions, I also have to do a few sets of math papers every day, you can do a set of comprehensive papers to see what kind of questions will not, and then focus on this category, like I just can't do the derivative and conic curve questions, I can only practice more, although I still can't finish it, but there will still be a little effect.

Buy some exercises, do them yourself, you can do a few questions a day, gradually increase, it is very important to cultivate interest, and if you don't understand, you can study it with your classmates and teachers, and you can succeed, mainly in terms of interest and accumulation, you can also try to teach others what you can't do, and you can do it yourself.

It doesn't matter if you don't learn well, math is not the only one.

Fall in love with this hail song! It's a must!

Then, prepare and sing to the song, gradually turn off the sound oak and sing it yourself.

Practice repeatedly. I believe you will succeed.

Watch and learn in ***, once, twice, three times, ten times, hundreds of times, until you learn it yourself. As long as the effort is deep, the iron pestle is sharpened into a needle.

First, memorize the formula, and then use it proficiently. The second is that the example questions and exercises in the lecture book are thoroughly understood, and they must be thoroughly understood, and they cannot be half-understood.

Some people have stronger rational thinking, and practical problems are easier to do, and these are talents. If you can't learn mathematics well, you should focus on the basics, generally do as much as you can, and always listen to the teacher's thinking when you explain in class.

Don't be in a hurry if you don't learn well, the more anxious you are, the worse you learn, and don't force yourself.

Keep your math scores not too bad, and then learn the subjects you are good at more proficiently, and the overall score will definitely not be bad when it comes to exams.

Math must be pre-studied! You have to have a certain level of understanding! Listen carefully to the teacher's explanation in class, and if you don't understand, you must ask clearly!

And it's also very important to memorize formulas! Roll the melon and ripen! Do a lot of practice, the so-called practice makes perfect!

Hope it helps!!

First of all、、、 the axioms of formulas must be memorized and then it is to do more questions、、、 learn to classify, the same type of problem has the same solution, remember to understand the practice, when you encounter the same kind of problem, you will do it、、、 for the questions you don't understand, you must learn to "copy" the answer to solve the answer of the student's answer、、、 copy here is not a simple copy、、、 in the "copy", you have to understand his practice of each step and the idea of solving this problem, remember to absorb, it is best to find the same kind of question immediately to do a deep impression、、、 In short, it is to do more questions and understand the unified approach 、、、 similar questions

Look at the formulas and theorems, the most important thing is to listen carefully in class, and it is difficult to understand by yourself [if it is helpful to you, please click on the praise].

Mathematics is not good because you don't understand, such as 10 1 2 2, how to distinguish clearly, often the teacher teaches students will not be good metaphors, or skip directly, so sometimes you don't understand, the best way is to ask the teacher to explain to you more separately, ask more, don't pretend not to understand, not afraid of losing face, just do everything.

Do more questions, be more detailed, memorize the formulas, and attend make-up classes.

There is no trick to mathematics, so do more questions, especially the ones assigned by the teacher.

Memorize the formula, listen carefully in class, do some practice when you have time, ask questions if you don't know, and be ashamed to ask.

Equally! I'm also a math scumbag! It's better to lay a good foundation first and do more questions! It's more useful that way!

Based on my previous process of studying mathematics, physics and chemistry (each subject has several perfect marks), and the results, I have come up with the following experience: I hope it will be helpful to you.

I believe that learning mathematics, physics and chemistry should be done from books to exercises; From easy to difficult; From simple to complex; From quality to quantity; From slow to fast. (i.e., the "five-gradient").

First of all, the so-called from books to exercises, we should "eat thoroughly" the books, be able to understand the above knowledge, and be able to memorize by heart, if we can't memorize it for a while, we can put it aside a little (by doing exercises to familiarize ourselves with the knowledge points), and then do some related question types according to the knowledge points.

When doing the questions, we should go from easy to difficult, that is, we should pay attention not to blindly do too difficult questions first, we should first do some simple questions, the purpose is to consolidate the knowledge points, familiarize ourselves with the knowledge points, and then slowly become more difficult questions. This serves the purpose of strengthening.

As for going from simple to complex, that is to say, we should first do some questions that contain a single knowledge point, and be able to summarize the knowledge points of the question, and then slowly strengthen the depth and do the questions that contain multiple knowledge points.

From quality to quantity, that is, when we start, we should focus on quality, not quantity. Even if we can only do one question a day, as long as we get it right and understand. We also have something to gain; But if you do a lot of questions in a day, all of them are wrong, and you don't master any of them, then it will be in vain.

Only we can guarantee the quality of the questions, and after a certain degree of accuracy, we can slowly change to the quantity.

As for the slow to fast, it is an auxiliary practice for the exam, and everyone knows that when it comes to the exam, time is very tight. Time is like money, every minute and every second is very precious. In normal times, we should strengthen our training, ensure accuracy while slowing, and then slowly improve the speed in all aspects.

Finally, it reaches the present that is both fast and accurate.

As for other information, books alone are certainly not enough. There must be information. At least two books (you can add more if you have enough time), one is a shallower, single-aspect knowledge book, and has a question type to consolidate knowledge points; The other is a book on the type of questions for comprehensive training.

Finally, you can make a book of mistakes and a collection of questions. Error set is used to classify the questions you did wrong, summarize the reasons for the mistakes, summarize the knowledge points, and open the knowledge points to master? After you really grasp it in the future, mark the question or delete it directly.

As for the collection of questions, it is used to record the classics, typical topics. Therefore, the study of science can be summarized as "five books" (books, follow-up exercises, comprehensive exercises, error books, and collection books. ）

If you can do "five gradients" and "five books". I believe that it will no longer be a problem for you to learn mathematics, physics and chemistry well.

Memorize the formula, then learn how to use it, and then do more questions to master the formula theorem; There is also a summary question type, which is often tested for those question types, and it is OK to do it.

For mathematics, the key is to do problems, practice makes perfect. But before doing the questions, you must have a certain foundation, to lay a good foundation, first of all, you must listen carefully in class, actively answer the questions, no matter whether the answer is good or bad, let the teacher know your thoughts, and the teacher will remind you which places need to be further strengthened, and how to strengthen them. In addition, after each exam, you should summarize and summarize, copy the mistakes that you think are more important to the notebook, take them out when you have time, and ask teachers and classmates in time if you don't understand something.

Believe that in this way, you should be able to learn math well.

Just do more exercises! I used to have average math, and then I did more exercises, memorized more formulas, and it was OK, as long as it was 10 minutes in the morning and 30 minutes when I got home after class, it would be fine! Go Go Come on!

If the landlord wants to really learn mathematics well, it is recommended that you have time to read the books of Descartes and Aristotle, and deduce them by yourself when you encounter mathematical problems, and discuss this reasoning process with people with strong mathematical thinking, rather than looking for answers in reference books.

Mathematics requires a change of thinking, in fact, you can learn it well, because you have the desire to learn it well in your heart, but your current method is not too right. Mathematics is about the relationship between the known and the unknown. Through the known, thinking about the possible, exploring the unknown, this is the soul of mathematics.

Lay a solid foundation and do more questions, and you should be fine. I wish you a dream come true.

It's as simple as giving up math to specialize in other strong subjects.

The most important thing is to be interested!

The first is the understanding of the basics, the fundamental theorems. If you can't do it, it is recommended to read the textbook again, especially the derivation of the definition theorem, to deepen your understanding of it, so that the content of the textbook can be associated with the corresponding topic (very important).

Secondly, it is to do the question. I think that most of the work in mathematics is imitation, so when doing problems, we should summarize more, summarize the typical question types and the types of questions that we don't know, and gradually gain a knowledge system.

Again, it's a matter of mentality, you have to be confident, get a problem, tell yourself I'll do it, and the brain will search for ideas for you. On the other hand, if you tell yourself that you can't do it (very negatively) after seeing the problem, your brain will look for reasons why you can't do it. (This is true for everything).

Finally, I suggest you take a look at Polya's book "How to Solve a Problem". One of the "how to solve problems" is very useful and instructive.

Illustrate that you don't really understand it, and you can.

1. Try to close the book and push your knowledge points 2, and then do the corresponding exercises after class 3.

The knowledge points must be deeply understood, but it is useless to remember that you can't use them, and you will forget them after a while.

The method is not rocky. It is advisable to attend extracurricular tutoring.

Hello, in view of your situation, your problem is mainly that you don't study seriously, if you don't listen to class, you don't even have a solid basic knowledge; The first volume is simple and you can understand, but when the next volume becomes more difficult, your foundation difference will be revealed; If you add a physics course in the second year of junior high school, the difficulty becomes even greater, and you will become more difficult, and if your confidence is hit, you will even get tired of studying... Therefore, in response to your situation, it is recommended that you go to a cram school to strengthen it, elite one-on-one is a good choice, you can learn about it, I hope you have to have confidence, study hard, you can become a top student; Hope to adopt!

It is recommended that students do more questions, buy a workbook [with analysis], and insist on doing one lesson a day. Sign up for an extracurricular class, what kind of competition is good for math.

Remember that you only did more questions in the first year of junior high school!! After all, well-informed, persistence is victory. Hope to make progress in your studies!

If you don't understand in class, ask your classmates or teachers.

And to practice more, it is useless to only complete the homework assigned by the teacher every day, and some questions really can't be memorized [the questions written by our math teacher in class, she let us memorize, very useful].

Be sure to listen carefully in class.

Only by cultivating innovative thinking can we improve our academic performance. If a student has mastered innovative thinking, or even if he has the awareness of this aspect, it will be of great help to improve his academic performance, if there is no awareness of innovative thinking, he can only solve the problem step by step, of course, no efficiency will not win. Remember one sentence:

Method is more important than effort! The conclusion is: book knowledge + innovative thinking = intellectual leap + excellent grades.

Suggestion: Do more training questions in innovative thinking, and if your thinking is expanded, your grades can be improved. I have a total of 16 sets of self-written innovative thinking training questions, please contact me if you need them.

Mainly from oneself to find the reason, first of all, you have to correct the learning attitude, you must listen carefully in class, ensure that you do not get distracted, understand the key points of the teacher, do not understand must ask, do more exercises after class, learn mathematics well is not a big problem, and self-confidence is very important. Good luck!

Do more questions, ask the teacher if you don't know, ask a tutor.

If you do more math problems in normal times, your grades will go up, and the overall grades of your class will drop because you are in adolescence in junior high school, and you will get better slowly.

Me too, me too! It's good to do more questions, but don't want to do it!

I used to be very poor in math, but then after hard work, I think you should be a very motivated student, I can tell you some ways to make progress together!

First of all, interest is key, don't be afraid of math;

The second is to be diligent. The key to following the teacher in class is to listen to the teacher's thoughts when explaining the example problems, and to understand and master a piece!

The third is to practice diligently. When practicing, you should choose representative test questions, prepare a mistake book, and accumulate your mistakes in the answers; It is recommended that you also prepare a classic exercise book, record the example problems you think are classic, and use ingenious methods in the process of solving the problems, and you can use these methods to do similar problems;

Fourth, ask diligently. If you don't understand, just ask.