How can I fall in love with high school Chinese mathematics?

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!

I don't like math when I study science, so you can just study literature, but you're easier than my younger brother.

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.

Summary. Learn about inequalities.

1 Unequal relationships.

Unequal relationships. Inequality relations and inequalities.

2 Unary quadratic inequalities.

Solution of unary quadratic inequality.

Application of unary quadratic inequalities.

3 Fundamental inequalities.

Fundamental inequality.

Basic inequalities with maximum (small) values.

4 Simple linear programming.

Binary one-dimensional inequalities (groups) with planar regions.

Simple linear programming.

Applications of simple linear programming.

High School Chinese Mathematics Studies**.

Wait a minute, dear.

Learn about inequalities1 unequal relationsunequal relationsunequal relations and inequalities2 unary quadratic inequalities solutions to unary quadratic inequalities applications of unary quadratic inequalities3 basic inequalitiesBasic inequalitiesBasic inequalities and maximum (small) values 4 Simple linear programmingBinary primary inequalities (groups) and planar regionsSimple linear programmingSimple linear programmingSimple linear programming.

Start learning what you need to list for you.

Let me give you a little bit of my opinion

I don't know how well you have a math foundation in your freshman year of high school, but math in your freshman year of high school is very important. To be honest, the focus of mathematics in the three years of high school is mainly in the first year of high school. It is not difficult to write in the second year of high school, especially in the second year of high school.

In the second year of high school, it took a little more effort to make the conic curve, which was a bit difficult. However, the main difficulty is in the calculation, and there is no big problem with being careful. There is no problem in memorizing conic curves by memorizing the formulas, general formulas, and general methods of solving problems on conic curves.

If you don't have a good math foundation in your first year of high school, don't panic, your life is very idle at the beginning of your second year of high school, much easier than those science students, and you don't need to do more, buy a small book like cool with you, what is the formula on it, and there are a lot of ideas for doing problems, nothing more to take out and look through it, remember the formula. When you find that you don't remember the formula, turn it quickly, and make sure that you remember it accurately. This will be much easier by the time you reach your junior year of high school, at least you know the formula and the basic method.

And when you have nothing to do, think about math books, books are very important, you have to know what he said, what he wants to test you. Don't spend too much time, think about it before going to bed, and if you can't remember clearly, you can flip through the book the next day, and usually you will fall asleep after thinking about it for a while, which is conducive to sleep! That's how I am, don't set goals for yourself in this project, there's nothing you have to think about today.

Try to be as systematic as possible, think more about it, and there will always be an epiphany one day.

Happy learning! Math is really fun!

Hope it helps.

Mathematics in the liberal arts is relatively basic, if your foundation is good, then as long as you follow the teacher's explanation and ideas, the mathematics in the second year of high school is very important, especially analytic geometry, which is the most difficult part of mathematics in the college entrance examination. Formulas and variants must be proficient. If your math level is not bad, it is recommended that you have time to do science math, after which you will find that liberal arts math is only a prelude to science math.

If you don't have a good foundation in mathematics, and you don't have the talent to learn mathematics, and you basically can't draw inferences, then it is recommended that you first use formulas, and you must be familiar with them. Listen carefully to the teacher's opinions, do your math homework and papers carefully, and prepare a wrong question book, and put the questions you missed along with the questions and answers.

In addition, teachers will usually give some example questions in class that are not in the textbook, please be sure to take them seriously, because these questions are all types of questions grown in the college entrance examination. You can also use the problem book for other subjects, because everyone's perception of different question types is different, and most people will only find it difficult for a few question types, and after a long time, you will find that the questions in the error book are almost all the types of questions that you often get wrong.

Tutoring books, in addition to the school or teacher given by any kind of work, as long as 1 is enough, don't buy more, the workbooks are the same, it is recommended that you choose more question types, fewer example questions, practice questions are only more than 10 moral kinds, it doesn't hurt to use the sea of tactics again in the third year of high school, and the second year of high school still has to lay a good foundation. Success or failure in math is in the second year of high school, this will be the time for you to perform at the highest level, I wish you progress in your studies and successful exams!

The mathematics of the liberal arts is very intermittent, and it is necessary to pay attention to the basic problems of the claw to do more than 100.

Liberal arts math is not as high as science, but textbooks alone are not enough. This set of "Middle School Textbook Learning Handouts" is good, the explanation is detailed, it is difficult to be hierarchical, I believe it is suitable for you.

I want to say that you are lucky because I am willing to help you! I have been a math class representative for 12 years, and I have tutored many high school students to take the college entrance examination! Liberal arts and mathematics, on the whole, is not difficult, there is no too cumbersome luck, and there are not many skill formulas!

So listen to me and throw all the materials away! By the way, leave a copy of the college entrance examination questions from the last ten years! The rest of the time to grasp the textbook, you are a liberal arts student, the memory ability is relatively strong, read the three-year math textbook carefully first, don't do the exercises after class, only look at the example problems, understand?

Then find a notebook and copy down all the definitions, theorems, laws, and formulas! Read it every day, remember it every day, and you must memorize the formula well until you write it down silently! Finally, I read the book a few more times, and only read the example questions, understand?

There is still a month left before the exam, read the ten years of real questions, do it again, and it's over! I wish you a score of 90 in the exam, and the exam will only be done, and the rest will be left blank, understand!

Crazy practice is a must. Whether you're a liberal arts or science student, there's a lot of practice to do. Liberal arts students generally have a poor foundation in mathematics.

Although liberal arts math is easier than science in the college entrance examination, math is still more difficult for liberal arts. Liberal arts are divided into mathematics, and science is divided into English. Therefore, liberal arts students should pay attention to mathematics.

Let me tell you about my approach:

1. Be able to distinguish the key points of the teacher's lecture in class. Listen selectively. This increases efficiency.

The teacher's lecture is the main ** of our knowledge, so we should pay attention to it. Don't just listen to the excitement in class, the teacher leads us to analyze many problems. We can't do it by ourselves after class.

Therefore, the good methods and extracurricular formulas taught by the teacher in class should be written down.

2. Learn to read example problems. Looking at example problems is another way for us to get a good method. I think it's important to look at the example questions like this:

Before looking at the example problems, you should first read the formulas, example problems, and theorems in the textbook. Let's look at the example questions after you understand! Do it yourself before you see it.

Don't just look at it, do it. The solution to the answer will be seen when you don't do it. You should compare your own practice with the answer, see if it is the best problem, and then learn the knowledge point.

After seeing it. Do the later variant training and find the same kind of problem and practice again. Then you'll have a good grasp of these kinds of questions.

3. In addition to being able to complete the tasks assigned by the teacher on time, you can also take the initiative to find some exercises to do, and after completing any question, you can check it. At the same time, let's see what knowledge points are tested in the final question.

4. Have the habit of taking notes. Write down the questions or good methods that you don't know and make mistakes, and read them often.

5. Summarize the method from the summary of the questions you have done, and summarize the question type.

6. If you don't know, you should consult the teacher. There are many clever ways to learn from the teacher.

7. Do the questions quickly, otherwise you won't be able to finish the college entrance examination. And it is necessary to improve the accuracy rate. It's easy to make a mistake in an exam and lose one or two points carelessly.

8. Be rigorous in your questions. Don't miss arms and legs. It's easy to lose points. Although it is only one or two points. But a test paper is more than a dozen points together.

9. Lay a good foundation. Don't stop doing the questions just because they are simple, the easier the questions, the more points you will lose. Many of the questions are evolved from textbook examples.

10. Pay attention to choice and fill in the blanks. Do it quickly and accurately. Don't lose points on this and don't want to be at the top level. No, don't give up right away. The final questions are scored step by step.

11. Allocate time reasonably during the exam and strive to complete it. Multiple choice questions 30 35 minutes Fill in the blanks 10 minutes Short answer questions 75 80 minutes. When doing a big question, an average of one minute makes no point.

The key to taking a 140 or even 150 test is to grasp and adjust the speed and accuracy.

Study hard, and you can ask me again if you have any questions.

Attention should be paid to the following points in the usual mathematics learning: 62616964757a686964616fe78988e69d8331333365653932

1. Step by step. Mathematics is an interlocking subject, and any disconnection will affect the entire learning process. Therefore, you should not be greedy for quick learning, you should pass chapter by chapter, and don't easily leave questions that you don't understand or don't understand deeply.

Title. 2. Emphasize understanding. Concepts, theorems, and formulas should be memorized on the basis of understanding. Every time you learn a new theorem, try to do an example problem without looking at the answer to see if you can apply the new theorem correctly; If not, compare the answers to deepen your understanding of the theorem.

3. Basic training. Learning mathematics is indispensable for training, usually do more exercises of moderate difficulty, of course, do not fall into the misunderstanding of dead drill problems, to be familiar with the types of questions in the college entrance examination, training to be targeted.

4. Pay attention to the mistakes that occur in the usual exams. Order a mistake book and collect your own mistakes, these are often self.

their own weaknesses. When revising, this notebook becomes a valuable review material.

English words. The English test is first of all listening, and when listening, you must put your mind well, why emphasize your mentality? Only if you have passed the listening test more smoothly, it may be more smooth in the future. Once the listening is not good, because it is a one-time, can not go back, some students have a place that does not listen well, all of a sudden stuck will lead to the composition is particularly bad, so say to do a little more relaxed when doing listening, as usual, listen normally, after listening, if the question is not answered, pull down, continue to listen to the next question.

After answering the listening test, calm down for a while, and after painting the card, forget about the matter, no matter how good or bad the listening test is, let it pass. Then start from the beginning and answer the single choice.

1. Memorize the basic knowledge, don't be greedy and chew too much.

2. You must do a certain amount of questions, don't do difficult questions, and ensure basic questions.

3. Review the knowledge points and methods that have been learned and done. Cycle up.

4. Persistence, perseverance, which is very important, and be prepared to endure hardships.