How to learn math well and what are the shortcuts?

Mathematics as a science subject, it requires more practice, more practice is the foundation, but can not be blindly practiced, a good way is to use a notebook, will do some typical problems, the method is very practical, very special, or relatively novel questions to write down, do a good job after the question reflection, that is, after doing a question, to know the general method of solving this kind of problem, what knowledge points to use, can be briefly recorded, you can understand it, some good questions to do more, do not do more, many people understand this truth, but can not do it, This requires adjusting your mindset so that when you do a good problem and you can summarize how to solve it, it is more effective than if you do 10 questions in a difficult way. When the summary is completed, when you encounter similar problems, you can quickly judge which method to use to solve the problem, and the problem will be achieved. Also, read your summary before the exam and do the classic questions you memorized, which makes it easier to improve your score!

Oh, how to say it, you have to look at your own level, foundation, there is no shortcut to learning, only by your own efforts, step by step, in order to find in this process, there is something to gain, if you do not listen carefully in class, the strength of the class preview review is not enough, then it is troublesome, there are 60 to 70 percent of the memory is learned in class, only a small part is accumulated under the class, the key is still the effect of listening, as long as you work hard, you will have something to gain, I don't know how old you are now, and it's hard to judge your level, so I have to understand it myself! Trust me, you'll make it! Come on!

I was just as confused as you were back then, but now I've finally found a good way to learn. In fact, just one sentence, learning without thinking is confusing. Hope you read it!

The methods and techniques for learning mathematics well are:

1. How to learn mathematics well.

1. Mathematics requires proficient computing ability, so there are enough practice questions after class, and only through practice can you have computing ability.

2. Do a good job of preview before class, so that you can better digest and absorb the knowledge points when you take math class.

3. Mathematical formulas must be memorized, and they must be able to derive and draw inferences.

4. Mathematics focuses on understanding, and when you start to learn knowledge, you must understand it. Therefore, you should listen carefully in class and see how the teacher explains.

5. 80% of the scores in mathematics are in the basic knowledge, and 20% of the scores are difficult, so it is not difficult to score 120 points.

6. Mathematics needs to be done calmly, it is difficult for impetuous people to learn mathematics well, and doing problems in a down-to-earth manner is the last word.

7. If you want to learn mathematics well, it will not work without pondering, you can't hide when you encounter problems, and you can only stop when you understand the research.

8. The most important thing in mathematics is the problem-solving process, and it is very important to understand mathematical thinking.

9. Mathematics is not used to see, but to calculate, maybe there is no idea in this second, when you pick up the pen and start calculating, it will suddenly become clear.

2. Learn math skills.

1. Mathematics should master the theory by doing problems.

Although there are many formulas and theorems in mathematics that students need to memorize and memorize, they cannot be learned by rote memorization, they need to learn mathematical thinking, clarify mathematical ideas, and use mathematical thinking to do problems, and they will naturally be able to master theoretical knowledge in the process of doing problems.

Doing problems is a process of constantly consolidating knowledge, and it is also a process of re-understanding mathematical theories. Of course, it is not enough to do math alone, but also to summarize more mistakes, so as to improve math scores.

2. The way to learn mathematics well is to do more problems.

Although this kind of problem solving can be understood as a sea of questions tactic, it is not the same as a sea of questions tactics, because it is almost impossible to learn and improve your score without doing problems in mathematics, but there are also drawbacks to blindly doing more questions without reflecting and summarizing. The most taboo thing in mathematics is that you have a low eye, and you seem to be able to do it, but when you do it yourself, you get stuck.

There is no shortcut to learning math well, but if you grasp the following nodes, you will improve your math score:

1. Preview: Preview is not the same as browsing, it is necessary to have an in-depth understanding of the knowledge content, find out the key points, difficulties, doubts, and mark out what you don't understand, which is beneficial to listening to the lecture and grasping the key points, and can also cultivate self-learning ability, and you can learn ahead of time if you have time.

2. Listening: The core is in the classroom. 1. Listening-oriented, taking into account recording. 2. Pay attention to the process and ignore the conclusion. 3. Focused. 4. Improve the efficiency of lectures.

3. Review: Review the class like a movie, organize your notes, and fourth, do more exercises. 1. After dinner in the evening, when you sit at the desk, it is best to watch math. 2. To do a math problem, you must ask more individual whys at every step, not just be satisfied with the indoctrination teaching in the teacher's classroom and the simple description in the book, if you want to improve, you must push step by step, think step by step, and every process is essential.

3. Don't be careless. 4. After completing each question, you have to think about why you think of doing this, the brain establishes a conditional launch, the key is to get something from each question, and what is wrong. 5. There are fixed routines for problem solving.

6. There is also a bold praise of yourself, which is a critical moment to build confidence, and 5. Summary. 1. It is necessary to turn the knowledge learned into a knowledge network, from the main trunk to the branches, clearly and deeply in the brain, and the new questions will be thought of the old ones, so as to make a fool of them. 2. Establish a set of errors, most of the mistakes will be wrong twice, in the case of conscious correction, there is still a possibility of mistakes, the most effective should be to do this question correctly, and the next time you encounter the same situation, you will have the awareness of attention.

3. At the end of the week, look back at the questions you did in the week and put forward the ideas and methods for each question. 4. If you have any questions, you must ask.

Six. Review before the exam, 1. Start reviewing in the first 2 weeks, so that you know what to expect, otherwise it will affect your performance, and it is very necessary to do the previous mistakes again.

Here's how to learn math well:

1. Review the knowledge points: When brushing the questions, focus on the knowledge points that you have not mastered, record them in your notes, and so on, sort out all the questions together, you understand it thoroughly, and your score will come up.

2. Sort out the wrong questions: Organize the papers, write the wrong answer steps in a blank space, and use post-it notes. Look at the wrong paper often. You can not follow the order, the purpose is to urge yourself not to repeat the mistakes.

4. About the volume: you can keep two volumes (you can also copy them yourself), one of the two volumes is made by yourself, and the other is used to cut the topic. Strengthen reflection after doing the questions.

It is necessary to use the ideas and methods of solving the problems that are currently being done to strengthen reflection. What is the method used to do the content of the question, so that the knowledge is into a piece and the problem is in a string, and a scientific network system of content and method is constructed. <>

5. Actively review, summarize and improve: It is very important to summarize the math chapter. In junior high school, the teacher makes a summary for the students, which is serious, in-depth and complete.

In high school, you need to make your own summary, and the class does not set aside time for revision, nor does it clearly indicate the time to make a summary.

Every time you read it, mark the key content of your next reading, so that you can read it more and more clearly.