How to study math well, how to study math well

Practice more and do the questions, you will be able to do the questions, and you will be able to do well in the test.

Preview before class, review after class, and study during class. Listen carefully to the class.

Do more questions.

First of all. Classes must be taken seriously.

And thinking is important.

Math words. The best way to do this is to do more questions.

Practice makes perfect.

You said you didn't have time.

Then you can only do it seriously in a small number of topics.

To do the question, you must first analyze it.

Find the key points.

Such as triangles. Tell him about the conditions of the tasty taste.

In the conditions that correspond to the knowledge of triangles that have been learned.

The most important thing anyway is analysis.

Be clear-headed. And don't forget x

First of all, you must cultivate an interest in mathematics learning; Secondly, the key point of mathematics learning is the foundation, the foundation is very important, and the foundation must be laid well, otherwise it will be more difficult to learn in the later stage; Finally, to learn mathematics well, you must make good use of textbooks, notebooks, and problem books. The study of mathematics is an arduous project, and there are many details that students need to taste and ponder.

1. Adjust your mentality before class, you must not think, hey, it is another math class, and you will be in a bad mood when you listen to the lecture in class, so of course you can't learn well!

2. Be sure to listen carefully in class, and do it to your ears, eyes, and hands! This is very important, you must learn to take notes, if the teacher speaks fast in class, you must calm down and listen, don't memorize, and then organize it in your notebook after class! Stay productive!

3. As the saying goes, interest is the best teacher, when others talk about the most annoying class, you have to tell yourself, I like math!

4. Ensure that every question encountered must be understood and understood, which is very important! Don't ask, don't be embarrassed, learn to draw inferences! In other words, you need to be flexible! You don't need to do a lot of questions, but you need to be fine!

5. There should be a collection of wrong questions, write down the good questions and wrong questions that you usually encounter, and read more and think more, and you can't stumble in the same place!!

In short, learn math, don't be afraid of difficulty, don't be afraid of tiredness, don't be afraid to ask!

Prepare for college.

Arrange a simple and feasible plan to improve the learning method. At the same time, it is also necessary to participate in school activities appropriately and develop in an all-round way.

In the process of learning, we must: listen more (listen to lectures), remember more (remember important question structures, concepts, and formulas), read more (read books), do more (do homework), ask more questions (ask if you don't understand), do more hands (do experiments), review more, and summarize more. Use the method of taking class notes to focus on the lesson.

In other times, we must ensure the study time, ensure the learning quality of each subject, and not deviate from the subject.

Get enough sleep (8 hours) every day to ensure your learning efficiency.

Arrange appropriate free time for socializing with family and friends and other activities.

Through unremitting efforts, the results are improved and stabilized step by step. Do your best for the exam, be careful during the exam, and be calm when sprinting at the end. After the exam, you should summarize carefully so that you can study better in the future.

Right now: let go of the baggage, usually: study hard. Before the exam: prepare carefully, during the exam: don't give up, after the exam: normal heart. Remember!

It's not difficult to learn mathematics Teachers often say to do more questions, in fact, this method doesn't work very well Tell you a method It is necessary to listen to lectures in class, but you don't have to listen to them all, you can listen to 3 points if you understand, and 9 points if you don't understand (10 points is impossible) Just do a few related questions after class, you don't have to do too much, you will be numb if you do too much Exam review relevant knowledge, by the way, do a few questions that are not very good at it, remember, don't do too much You don't usually have to spend too much time doing questions, there is no need to deal with science knowledge more, Increase interest. Of course, this is not easy to ......Take your time and trust you!! I wish you success!! Oh.

General ways to learn math well.

1.How to prepare: Learn to read math books.

First of all, when reading, be attentive and not distracted. Adopt the method of chewing words and scrutinizing word by word, and see the meaning of each word and word clearly and think thoroughly. Second, it is necessary to understand the structure and compilation characteristics of mathematics textbooks.

The structure of a mathematics textbook is generally visual material—mathematical concepts—results—application examples. The focus should be on the second and third levels. To think while reading, to read while thinking.

When reading a book, you should think deeply: How does the textbook ask questions? What mathematical tools and methods have been introduced?

There is a five-pass reading method: the first time: preview, rough reading.

Understand the outline of the textbook and listen to the lecture with questions. Second time: Before doing homework, read it with a focus.

The third time: when reviewing the unit, read the whole unit together to make the knowledge systematic and organized; Fourth: During the mid-term exam, meditate first, and then read the book and focus on reading it if you can't remember; Fifth pass:

During the final exam, according to the teacher's requirements, check and fill in the gaps, and systematically review the key reading.

2.Methods of listening to lectures (1) Strengthen the connection between old and new knowledge. (2) Learn to think and run first; When a concept is proposed, try to define it yourself; When the proposition is proposed, first try to judge its truth or falsehood; A theorem is written, first try to analyze it and solve it.

The main methods of listening to lectures are: moving the eyes, brains, hands, attaching importance to the horizontal connection between disciplines, and attaching importance to psychological adjustment.

3.How to do homework: In addition to being serious, standardized, checking and correcting errors, the most important thing is (1) to use concepts accurately. (2) The calculation result should be correct; (3) Be proficient in the use of formulas; Be rigorous in your reasoning; (5) Be good at summarizing after the question.

4.Methods for summarizing the unit: (1) Clarify the knowledge structure and grasp the key and difficult points

Take the reminiscence association, outline the lead, check and fill in the gaps in order to summarize the unit; (2) Pay attention to the echo before and after, and dig out the internal connection; (3) Summarize the types of exercises and explore the rules of problem solving.

5.After the exam, it is necessary to summarize (1) develop the habit of collecting wrong questions and classifying them for consultation; (2) Typical anatomy, one problem with multiple solutions. We should not ignore the correct answers, but choose how many and think about them, and whether the solution can be improved?

Is there an alternative? (3) Longitudinal delay, explore the law. It is not only necessary to learn to solve multiple solutions to one question, but also to change the test questions through the vertical extension of specific questions, so as to improve the ability to study problems.

4) Horizontal connections to broaden knowledge. We should also pay attention to the horizontal connection of knowledge and try to adapt a variety of variant questions. (5) List analysis, summary and improvement.

Doing a lot of problems is a method, but it is more important to be good at summarizing, mathematics is mainly to grasp the rules, there are ideas and methods to solve problems, and doing problems is only a method of consolidation, not a method of discovering and mastering mathematical laws.

1. If you don't have the talent and thinking of mathematics, then be diligent, do more questions, and then summarize, do more questions does not mean that you can be good, you must learn to summarize, learn to write notes that suit you, the problems encountered, and the same type of different solutions, all go to study carefully, slowly, summarize more, and naturally encounter such problems again There are ideas. Let's break them one by one.

2. Learn mathematics, to use flexibly, the foundation must be solid, the so-called foundation, is to be able to achieve, such as a theorem, others ask you, you have to answer the flow, for the various types of questions of the theorem, the rigor of the question can also be answered like a stream, the most refined is to know how many pages in the book, how to define and prove, only to lay such a foundation, in order to overcome other difficulties.

I wish you success in your studies.

When I was in elementary school, my teacher suggested to us: draw inferences from one case and integrate the other...There's another word that I forgot and didn't care about at the time, but when I got to junior high school, I understood it more and more.

Yes, mastering mathematics is these words, that is, for this problem we need to know "variation", the so-called "variation" is to change a small number of words in the original question, but can get different answers, or no solution, such as: change the square to a rectangle, change the line segment to a straight line. We need to think about it, and it can feel tiring in the process, but that's what is necessary to learn math well.

Don't do one question at a time, pay attention to review often, and remember the concepts is the foundation. In mathematics, if the brain is not flexible enough, do more problems for logical thinking training. To sum up, it is to do more practice and open your mind.

To do those finale questions, you must be open-minded and rational! Don't even know common sense. I won't talk about carefulness.

This is a difficult problem, cultivate some interest, do more exercises, and find a tutor if you have a thin foundation, it is also a good choice, I wish you success.

Listen carefully in class, do more exercises after class, and repeat the cycle, step by step.

Personally, I think there are more questions to be done in mathematics, and there is more to understand.

The amount of exercises must be guaranteed, but the tactical effect of the simple sea of questions is definitely not obvious. It is recommended to do about five questions of the same kind, not too many. The important thing is the problem set, this thing must be there, and when you get to the total review, you will find how useful this thing is.

The set of wrong questions must be classified and sorted out (functions, sequences, plane geometry, three-dimensional geometry, etc. must be clearly distinguished), and you must do it yourself when extracting the wrong questions, and finally write the causes of errors and points that need attention with a red pen under the problem correction. It is recommended that you just listen to the teacher's lecture in class, and don't memorize the process of the teacher's writing (if you really can't remember the key steps, you can ask other students to borrow them after class), you may find it difficult at first, but you will get used to it after about a month. Finally, be sure to make mistakes repeatedly until you see that similar questions can form a reflex.

At that point, you'll find that you have a clear idea when solving the problem.

For science classes, just one word: practice!

1. First of all, you should memorize the basic formulas (just practice the basic question type), and organize and summarize them according to your own learning methods;

2. Review and practice more things you don't understand (especially wrong questions, such as sorting out);

3. If time permits, spend more time reviewing and practicing what you are not familiar with and do not understand, anyway, practice more!

As the saying goes: practice makes perfect. As long as you preview, practice, review, summarize, and return to review, you will definitely be able to learn well.

Finally, I wish you good math!

Listen carefully to the lectures, do more exercises, ask more teachers, and think diligently. The most important thing is to be interested.

Memorize more concepts, do more questions, use your brain more, and exercise brain cells. Stick to the most rolls every day. The familiar of the concept back. Keep all the question types in mind. The second is to organize the ideas of the questions.

The strongest thing is to look at the example questions and understand them thoroughly.

To learn mathematics, I personally think that we should pay attention to the following points:

1. Cultivate an interest in mathematics; If you are not interested, you will definitely not be able to learn if you see it.

2. The calculation must be passed; Even if you can do it, if you get it wrong, you're busy.

3. Be familiar with all formulas, laws, and laws; So that you can use it freely.

4. Think more often; to be good at analyzing and solving problems.

5. The most important thing is to do more exercises; Practice makes perfect. Find out the reasons for what you do wrong, and look back at what you do right to deepen your memory.

Listen carefully in class and don't know how to ask.

Lay a solid foundation and do more practice to make perfect.