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Listen carefully in class, take good notes, review carefully after class, and do some new questions appropriately, these questions are not too difficult and not too simple, you must grasp the proportion yourself, and you should copy down the wrong questions, pick up the copy that is useful to yourself, copy it if it is too simple, and do not use it if you make a mistake in a sloppy way, it is meaningless, at most you can write down the reason for the error.
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The most important thing is the efficiency in the classroom and the attitude of completing homework seriously after class, and the ability to learn to summarize the question types and prepare a wrong question book, which is very useful to see every time you take the exam, but you have to stick to it for a long time, and success depends on whether you have perseverance!
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Do more questions, do it badly, and make it so that you can figure out the first three steps at once when you see it. The early stage is hard, you must have the courage to persevere, persevere, and the later stage will be fine.
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First of all, memorize the formulas and theorems that should be memorized!
Then take a little more time and really understand the questions one by one! Figured it out step by step!!
I'm sure you'll be improving a lot in less than a month!
Also, communicate more with your classmates about how to do the questions! That's important!!
That's how I taught myself that senior year of high school!
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Do more questions, there are so many question types, and strive for you to see a question and subconsciously think that this question is the same as which method I have done.
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= You must be serious in class, and you must have the spirit of breaking the casserole and asking the end of the dead skin.
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To learn mathematics well, you must first form your own mathematical system, don't blindly follow the teacher, you must know how to combine the teacher with yours, that is, a topic, you must combine your own method with the teacher's method, find your own method, and form your own system. Secondly, when doing the question, the emphasis is on refinement, you must learn to push out what belongs to you from a question, and you must know how to draw inferences from one another, in my opinion, it is very silly and time-consuming to do more.
There is also the fact that you are doing it in advance, you must figure out whether your concept is familiar, otherwise you will not be able to find the feeling when you do the question, and when you encounter a good understanding of the topic, you must fully believe in yourself and follow the feeling, which emphasizes that you can not do less on the topic.
Therefore, I will sum up, do more questions, but on the basis of refinement! Hope it works for you!
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Practice makes perfect, diligence makes up for it.
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If you really can't escape learning mathematics——— practice more questions.
The connection of the best special project before, and then there are a large number of practice comprehensive questions, familiar with various question types, summarizing different types of problem solving calculations and methods, each set of questions has its own new harvest, and the remarks on the questions that have been done are easy to review next time.
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Pay attention to the lectures in class, and do the questions carefully after class.
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Pre-class preview, in-class learning, after-class review, sea of questions and tactics, you will definitely succeed!
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The main thing is to do more questions, and after doing more, you will know how to solve them after reading the questions.
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