I still can t do math problems after doing them many times

1 Maybe your foundation is relatively weak, and you are not familiar with the basic concepts and formulas, in this case, it is recommended that you are not in a hurry, read more textbooks, feel bad once, look back and look back, read a few more articles to be familiar, familiar with you memorized is not the same, because you memorize not necessarily use, take your time, only familiar can be used flexibly. It's not a matter of one or two days, it requires you to put it aside when it's really annoying, and maybe have a new feeling when you look at it in a few days. Remember, persistence is victory.

2 For general problems, we should learn to summarize and summarize the same or similar solutions first, first combine the same or similar solutions into different categories, and see what characteristics their problems have. In high school or university, this method of learning is more than enough to cope with non-competitive examinations. If you have any math questions, you can ask me.

Mathematics is mostly methodological skills, and there are two possibilities for this situation.

1) The question is ordinary, of course, what you say many times is the same type, that is, you have not yet understood the knowledge points, don't rush to brush the questions. If you understand the knowledge points of this topic, you can do it.

2) If it is a difficult and highly technical topic, it is recommended to write the topic into the wrong question set and read it repeatedly, ponder it repeatedly, and even form a conditioned reflex after seeing it, these questions are rare.

You memorize more formulas, just set formulas.

You're so stupid. Hit it.

I've had a lot of contact, Shi Shanhanlu. Ahh

If you want to do the questions efficiently, you must have a good grasp of the classic example questions, repeat the same type of questions reasonably, and adjust them reasonably, so that the content of the practice can have better results.

This is mainly because my own method is not used correctly, in some formulas and knowledge of the mastery, do not understand, should look at these knowledge, understand thoroughly and comprehensively before brushing the questions to improve their grades.

Summarize learning methods, be good at thinking, and draw inferences from one example. To summarize the learning method, mathematics is not about how many problems to do, but about the method; Good at thinking, drawing inferences from others, thinking when encountering problems, and remembering his methods.

1. If you want to learn mathematics well, you really need to do a lot of problems.

For the study of mathematics, it is very necessary to do a lot of questions, to know a truth: the results of mathematics are a lot of practice, but the correct way to do the questions will really have an effect, you must select the topic, and after doing it to summarize the rules. It's a good idea to make a mistake so that you can consolidate it at the end.

The wrong way to do the question, many people are crazy to do more questions, after making a mistake, take a look at the correct answer and then continue to brush the question again, so that the improvement of the score is not obvious, because this is not correcting the mistake, but only correcting the answer once, there is no real heart to think, reflect, the next time you encounter a similar question or even the original question, you may still not do it right, so this big question brushing will not have an effect.

Mathematics has always been effective in doing problems, which can improve our ability to judge the problem. You will also have a better understanding of this question.

Brushing questions will definitely have an effect, but pay attention to the choice of question type.