How can liberal arts students learn math well?????

Listening to the class well is not only to understand the questions given by the teacher, but more importantly, to master the ideas and methods of high school mathematics, so that when you encounter unfamiliar or even troublesome problems in the future, you will know in your heart, start from the analysis of the problem, and quickly find a suitable way to solve the problem. I think that's it, I did well in high school math, and I scored 145 in the college entrance examination.

Mathematics should be understood by paying attention. Look at more examples, but don't look at the ones that are too difficult, learn to push some formulas that are not too difficult, and get some mathematical ideas from them.

I can only do more questions, if you don't want to be basic, then look at some more basic, if you want to strengthen, then write some difficult ones! However, the liberal arts class has always been very good at mathematics, so it should have a lot to do with the foundation.

Me too, math is always not good, and it's also a liberal arts subject, but in the end, you still have to take that math in the final exam, and the most effective thing is to memorize formulas while doing problems, although it will be annoying to see so many formulas, but it is really effective to write down them, so try it.

It is very important to listen to lectures in class, do what the teacher asks, and practice more after class. There's really no shortcut, unless you're very smart and very talented.

Do more questions and think more.

It's best to read books that talk about methods.

The methods of learning are all the same, and there is no difference between liberal arts and sciences. It may be a little difficult for liberal arts students to learn mathematics, but that is because liberal arts students are slightly weaker in logical thinking. But the method is the same, understanding plus certain training questions.

It's helpful to do a few examples.

Question Sea Tactics !

Practice more and use your brain

Why can't liberal arts students study well? It's the same as science.

Do more, practice more, don't be under pressure, and do what you can.

Inspire confidence: By revealing the essence of mathematical problems and problem solving, make mathematical problems interesting, basic and life-oriented, make mathematical thinking methods reasonable, natural, and humanistic, get close to mathematics psychologically, eliminate the fear of mathematics, regain self-confidence, and enhance perseverance.

Lay a solid foundation: For the syllabus and exam instructions, adopt a low-start, dragnet-style, and progressive method to firmly understand and master the basic questions. For the mistakes that are easy to make, take good notes of the mistakes, analyze the causes of the mistakes, and find ways to correct them; You can't do the questions blindly, you have to do it on the basis of a clear concept to be effective.

For the typical problems in the textbook, it is necessary to have a deep understanding, and learn to reflect on the meaning, method, and changes after solving the problems. In this way, we can not only deeply understand the problem, but also help to expand the benefits of solving the problem and jump out of the sea of problems.

On the other hand, with the method as the main line, the topic is formed, and the problem-solving strategy is improved, so that one problem can be solved.

Development thinking: In ordinary teaching, many students understand it as soon as they hear it, and they can see it when they see it, but they make mistakes when they do it. Why?

This is because it is not at the level of thinking it should be. Since there are three levels of ability in learning: one is "understanding", the second is "will", and the third is "understanding", so in the review process, according to the guiding ideology of strengthening the foundation and ability intention, we should take the hot spots and key content in the college entrance examination as the starting point, and learn in practice, learn in learning, and understand in learning, especially through the exploration of innovative questions and ability questions to activate thinking, and grasp the thinking method more systematically, so as to respond to all changes without change.

Students also have relatively high requirements for themselves, but I think there is no need to pay too much attention to their academic performance, because everyone's inner world is actually very worthy of attention. And many people may have encountered some difficulties in learning mathematics, but I don't think there is any need to worry so much. As a pure liberal arts student, how can I learn mathematics well?

The reason why many students feel that math problems are difficult may be because everyone's basic knowledge is not particularly good, so they will find that they are particularly prone to mistakes when doing problems, and they don't know what methods and conclusions should be used for this problem, so everyone must understand the basic knowledge first. If your basic knowledge is particularly poor, then you may also find that you are also very prone to make mistakes when doing math problems, so you should not do problems all the time, you should understand the basic things first, so that you can lay a solid foundation for your basic knowledge.

I think you must do more math problems in your life, and if you feel that your math foundation is relatively poor, then you must do more exercises at this time. Because you can also master a lot of skills and methods in the process of doing problems, and you can also make yourself feel a sense of accomplishment in the process of doing math problems, so you should usually do more practice problems in your study, but you should find a method that suits you, and you should not blindly do the problems, because it will not help you improve your grades.

So I don't think math is that difficult, just because people haven't found a way that suits them. Therefore, liberal arts students must pay attention to their problem-solving skills at this time, and at this time, you should not work blindly, because this blind effort may also make you very inferior, because it does not improve your grades.

If you want to learn mathematics well, you must rely on brushing up on more problems, so that you can find the problem and then continue to overcome it. I don't think it's rushing, take it slowly, step by step.

Liberal arts students should also score in mathematics very important, and if they want to learn mathematics well, they should lay a solid foundation. After learning the basics well, then spread your thinking and draw inferences from one another.

Let our parents help us hire a tutor, tell this tutor all the math problems we don't know, and this tutor will teach us to do such problems.

Step by step, starting with the textbook.

Read the textbook and complete the exercises and exercises at the end of the book. The content of the textbook is relatively simple, but it is also the most important. Based on textbooks, it is the best starting point for a journey of a thousand miles.

Pick a reference book that's right for you.

A good reference book is not necessarily what everyone uses, but most of the questions you will do. It's like an athlete, if you are always watching and don't have the opportunity to fight, then it is difficult to improve. So, it's important to buy a workbook that isn't too difficult for you.

On the one hand, it can increase interest, and on the other hand, it is also guaranteed the opportunity to practice.

Master typical topics.

If you don't have a good foundation, you may not be able to do a new question when you see it for the first time, and the typical question is your "guide", which contains the general steps and how to deal with the conditions of the question. Most of the example questions in front of each reference book are typical topics, and it is not difficult to find typical topics, the key is how to master them. After choosing a typical question, try to do it yourself, and if you can't, you can see the corresponding answer.

If you can understand it at this time, you can do it again on the manuscript paper; If you do not understand the process of answering the question at this time, you should consult someone in time.

Review review review and review again.

Review the above typical questions repeatedly, especially if you have read the answers or asked others. Internalize knowledge as your own through review; By reviewing "refresher and learn new".

Do the simple things repeatedly.

Liberal arts math has relatively little content, as long as you are determinedUninterruptedDo the simple things repeatedly, and you'll get good results. Step-by-step learning is much better than "one exposure to ten colds", even if you walk very slowly, as long as you move forward every day, there will definitely be a leap from quantitative change to qualitative change.

The foundation is always the most important, listen carefully in class, complete homework with high quality after class, do not let go of the wrong questions and the questions that you are always wrong, review and consolidate after class, review and consolidate before the exam, summarize your own problems after the exam, summarize them carefully, distinguish the priorities and solve them one by one, and do it in a targeted manner.

Write down the mathematical formulas in a book, memorize them as long as you have time, find a few questions after memorizing one and use the formulas you memorize to do, and let the teacher change it after you finish it, if you are wrong, don't be discouraged, dare to ask the teacher. Before the exam, read all the questions you did again, and memorize the formulas. That's it.

Make a few sets of college entrance examination rolls and then analyze the targeted strengthening, the essay is very simple.

Mathematics can open up the distance between liberal arts students, but the foundation is always the most important, listen carefully in class, complete homework with high quality after class, do not let go of the wrong questions and the questions that you are always wrong, review and consolidate after class, review and consolidate before the exam, summarize your own problems after the exam, summarize them carefully, distinguish the priorities and solve them one by one, and do it in a targeted manner. In addition, the stones of other mountains can be used to attack jade, and if you don't understand, ask teachers and classmates more until you understand, and if you don't understand, you have to ask. Not everything is done because of interest, successful people always do things that he is not necessarily interested in but he understands that they must do.

Interest is sometimes not the first, or he is tempering his own ** is not known, down-to-earth, step by step, hard work will be up every day.

If you want to learn mathematics well, don't be anxious, it's not something that can be completed in a day or two, it takes a long time to learn, first of all, you can start with the basic questions, and then slowly accumulate wrong questions, after doing it for a long time, you will know the type of certain questions, and you won't make mistakes next time, in addition, some people are in the exam This question will be wrong or wrong, what's going on, that is, you are too anxious to do things yourself, you must not be anxious during the exam, do it slowly, do it first, and then solve the problem, After that, check it out after you've done it.,That's it.。。。 I wish you success.

First of all, understand the theorems and formulas in the book, then memorize them, and then brush the questions, and at the same time pay attention to summarizing the question type, mathematical ideas, and methods of doing problems. In the process of learning, it is necessary to pay attention to the communication with teachers and classmates. When brushing questions, don't be too blind, be targeted, target your weaknesses, the process can be a little painful, the most important thing is to persevere, and hope you can make progress.

Fully understand various theorems, formulas, and then use them flexibly, not too sharp, and may as well take a detour to analyze when encountering problems.

Be sure to read the book, for liberal arts students, remember the definition formula in the book, and then know how to use it flexibly, this depends on brushing the questions, and you are naturally not afraid of doing more, and the sea of questions tactics is really useful in high school.

Find past college entrance exam questions and only do simple questions. Consider the puzzle after raising the score.

I also study liberal arts, math practice is very important, but not too much but requirement, class is very important, you must grasp the time of class, there are questions to take the initiative to ask, I like to ask classmates, I am a master at the same table (I don't like to ask the teacher).

The difficulty of liberal arts mathematics is relatively small, so it is recommended to focus on the basics, and when doing problems, you should first imagine the ideas, and do not rush to get a pen. Look at the example questions, many of them are mother themes.

Liberal arts mathematics is relatively simple, and the basic question types in the exam are based on those formulas and concepts in the textbook! It is important to understand the textbook!!

First of all, the foundation, the foundation must be solid, the formula to memorize or memorize, the so-called sea of questions tactics still have a certain reason, do too many questions, you will write down some of the fixed thinking patterns of the questions, in fact, math problems! Many logical patterns are the same, summarize them yourself, anyway, the previous questions have a fixed framework structure, and you will find out if you do the college entrance examination questions.

In my opinion, we should do more problems, be familiar with the relevant problem-solving ideas, do more, and naturally become familiar with them, and after doing the problem, we should reflect more on why the topic should be done, so as to achieve the effect of drawing inferences from one another.

Of course, during class, you should pay more attention to the content of the teacher, listen to his ideas of solving problems, and digest it in time after listening to the teacher.

If you are lazy and want to learn well, you can use the sleep memory method, listen carefully in class, and recall what you said that day before going to bed.

The two most important points of mathematics are: 1. You must listen carefully in class, you can not take notes, 2. Buy papers and do more questions, practice makes perfect.

My experience is: read more problem forms, and the same is true for math. Once you understand a question, you can solve a similar problem no matter what changes the numbers have.

In the case of multi-type equations, just remember the role of various symbols and the solution of some formulas. Mathematics is also alive, there is no need to be the same as books, many problems can be taken apart and solved.