How to increase the interest of liberal arts students in learning mathematics

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.

Liberal arts and mathematics, in my experience, is to read more books.

1。Books on liberal arts math are important. The book must be read thoroughly and understood.

It is best to preview before class and review in time after class. Of course, in the busy high school life, there is not much time wasted on one subject, which requires efficiency in the classroom. In class, you must pay attention to the lecture, understand it, and circle it in time if you don't know how to listen to it, and ask questions in time.

Then there is the fact that you must pay attention to understanding the book, the books of liberal arts and mathematics are really important, and you must read the books carefully.

2。Secondly, the exercises after class are also very important, and the college entrance examination for liberal arts mathematics is basic and simple compared to science mathematics. Therefore, no matter how well you study mathematics, you must not do science mathematics problems, because the problems with liberal arts mathematics are not the same as one set of ideas.

Don't do useless work. If you have time, you should do a good job of after-class exercises. That's how I am, the combination of books and after-class exercises, and finally liberal arts and mathematics, the college entrance examination is 138.

3。In the liberal arts exam, don't stick to the last big question, don't do it. The right way to approach the last big question is to express the steps you will do as completely and clearly as possible.

Just get the base score. The first two questions of the last big question of the general number of texts can be started. To take it.

Of course, on the basis of what has been done before.

4。Personal experience plus teacher guidance, correction is very important, don't waste time, persevere, your gains will be great, the benefits are obvious. I don't advocate simply copying it once, you must carefully analyze what you are wrong, how the right ideas came out, and use those formulas and knowledge points, and you must not be too troublesome.

If you look at your mistakes before the exam, you will avoid many detours. Many types of questions are summarized, and if you read them before the exam, you may have done them during the exam.

5。Finally, I want to say that you must follow the teacher in class, don't say that the teacher speaks fast, don't say that the teacher doesn't speak well, and don't say that the teacher talks about difficult problems, if you want to take the college entrance examination, you have to follow the teacher. If the foundation is poor, you have to work hard.

You can't put all the blame on the foundation just because the foundation is poor. Be sure to follow the teacher and carefully digest what the teacher says. Also, in the last few days, turn off your mobile phone, go to class well, and don't say anything before going to bed to open your phone to comfort your classmates, it's useless, he can comfort you, but he can't take the exam for you.

So be strong. Don't doze off in math class, you can make a reward and punishment system, listen to a math lesson carefully, and I will give myself any reward. Politics is a test of current affairs and politics, and you can reward yourself for reading the newspaper for a while, while having fun and studying at the same time.

We must not give up mathematics, mathematics is a major item, and if you do well in the exam, you will have a considerable advantage among liberal arts students. So you have to work hard.

Finally, I hope that the landlord can get a good score in the college entrance examination.

Liberal arts students must first overcome their fear of mathematics ideologically, and mathematics is not scary. In a way, math can make a liberal arts student who loves math feel especially fulfilled. When you learn mathematics, you learn methods.

Therefore, it is recommended that you do not engage in sea tactics. Of course, a moderate amount of math problems is still necessary. As long as you master the method of doing the questions, you will be able to adapt to the changes in the question type.

I hope you will take my advice on board. I'm a sophomore.

Doing questions + reflection + wrong question set + 150 points after the test + implementation = good scores.

First of all, learning is like stir-frying, you don't even have a dish, how to do it. Therefore, if you don't know how to do some questions, you should also cultivate a sense of part of the questions.

Second, after completing the question, you should reflect in time, such as judging the shape of the triangle, and summarizing the cosine of the given angle, which is negative is an obtuse angle, and vice versa is an acute angle. Reflection is important.

Third, there must be a set of wrong questions, start sorting out now, don't be too formalistic, it must be a typical question, or judge the shape of a triangle, there is one, summarize the method can be pulled.

150 points after the test is, you can't get a full score in each exam, after the test paper is sent, you have to do the wrong questions one by one, and do it again to return, but you are not required to get a full score, but try to get what you deserve without losing points, this method is my magic weapon, you can make. I recommend it the most.

Liberal arts math is not difficult, don't be afraid of ......I won't tell you anything ......like "memorize formulas, summarize and summarize a class of question types, improve your calculation skills, be proficient in using textbook concepts and theorems, have a notebook, make mistakes, be calm in your exams, and do familiar questions as raw questions".I'm going to tell you, have faith!! Have faith!! Be courageous!!

Remember that "they are the prey, we are the hunters", you are the hunters, you have to kill the liberal arts and mathematics, hold the palms tightly, and don't shout tired! Don't cry out in pain! Don't give up!

If you want to fight for your freedom, a mere liberal arts math is a bird!! Momentum and action are combined, and you will win!!

Actually, math is very simple......You don't have to ...... it at every turn

Liberal arts math is arguably easier than science math. But it is still very difficult to learn, I think the most important thing in learning liberal arts mathematics is to master the learning method, the teacher must listen carefully when he lectures, and then do more exercises after class, so that the mathematics will gradually improve over time. If there are still gaps in the previous knowledge, I suggest asking more classmates and friends who study well or go to cram schools, strive to improve a little before the college entrance examination, go to the bookstore to buy practice materials, and master the correct way to learn, so that it will slowly improve, and it is not something that can be improved at a moment's notice, work hard every day, I believe that one day you will improve your mathematics, thank you I hope to help you.

Learning mathematics is not to keep doing problems, but to stop and think about them after completing them, and the specific way is to summarize the types, and each type to master the typical ideas. Brother took the college entrance examination 10 years ago, and he was 140 in mathematics

In class, you must listen carefully, memorize the formulas that should be memorized, and think more about why when doing the questions.

Heck, in fact, math is very simple, as long as you listen well in class, you can do it, I don't usually read math.

Mathematics: Theorems in textbooks, you can try to reason on your own. This will not only improve your proof ability, but also deepen your understanding of the formula.

There are also a lot of practice questions. Basically, after each class, you have to do the questions of the after-class exercises (excluding the teacher's homework). The improvement of mathematics scores and the mastery of mathematical methods are inseparable from the good study habits of students, so good mathematics learning habits include:

Listening, reading, **, homework Listening: should grasp the main contradictions and problems in the lecture, think synchronously with the teacher's explanation as much as possible when listening to the lecture, and take notes if necessary After each class, you should think deeply about it and summarize it, so that you can get one lesson and one lesson Reading: When reading, you should carefully scrutinize, understand and understand every concept, theorem and law, and learn together with similar reference books for example problems, learn from others, increase knowledge, and develop thinking **:

To learn to think, after the problem is solved, then explore some new methods, learn to think about the problem from different angles, and even change the conditions or conclusions to find new problems, after a period of study, you should sort out your own ideas to form your own thinking rules Homework: to review first and then homework, think first and then start writing, do a class of questions to understand a large piece, homework to be serious, writing to standardize, only in this way down-to-earth, step by step, in order to learn mathematics well In short, in the process of learning mathematics, It is necessary to realize the importance of mathematics, give full play to one's subjective initiative, pay attention to small details, develop good mathematics learning habits, and then cultivate the ability to think, analyze and solve problems, and finally learn mathematics well

In short, it is a process of accumulation, the more you know, the better you learn, so memorize more and choose your own method. Good luck with your studies!

Choose a variety of question types to do, and then memorize the method, and other questions can be set directly.

You can classify and find skills, generally do the question first, and when you know what category the question is at a glance, you can look at the answer repeatedly and understand the routine of this kind of question. Don't think of any shortcuts, hard work is the only shortcut.

I recommend doing more questions, and I have to admit that the question sea tactics are still very effective and can be improved a lot in a short period of time. But if it's a long time, in addition to doing a lot of questions, you also need to know what you're wrong about, because if you are always in one place, you still can't write, which is equivalent to doing useless work. I suggest that you can find a few typical example questions on the question types that you always get wrong, and do it anyway, because the question types of the math test will not change too much, even if the college entrance examination is innovative, at most one or two questions, the basic question type must be able to write.

It is recommended that you give up the finale questions, the finale questions are for those champions to do, if you can even do the finale, you don't have to worry about the math test is not good, if you give up the finale questions, you can have more time to write the front, I think like multiple choice questions, some can be made directly with some methods brought in, and the value is high, you can spend more time on the small questions.

In fact, it is a matter of memorizing the formula. Then the sea of questions and tactics, if you do more, you will naturally know the idea of solving the problem, and the other is to reflect and summarize more. If you don't know how to reflect and summarize, the role of the sea of questions is not high.

When I took the college entrance examination, I was required to get math 100% right, and I would rather spend more time because the choice and fill-in-the-blank questions were relatively simple (and I got them all right). The first 3 questions of the calculation question should also be 90% correct, which is relatively simple.

Up here. There should be more than 100 points. The rest of the questions will depend on your usual summary, because I don't know how to do the rest, and I don't have much time to do it.

I scored 107 points. If you ask for more than 100 points.

I don't know what the reform has changed now. I was a liberal arts student in the '08 college entrance examination.

In fact, mathematics mainly relies on flexibility, there are some things you can't memorize, although there are many formulas, but you can use the method of association, for example, many people will confuse the intersection and union of the two symbols, you can find the place where the words and symbols know each other by drawing... It's much easier to deepen your memory.

The teacher said that understanding books does not mean that you only read books, what she means is that there are example problems in the books to change your thinking and method, and you still do it, that is to really understand the question, and you can indeed score a lot of points.