How to effectively do problems in liberal arts mathematics in the third year of high school

If you choose to fill in the blanks, try to speed up the speed of the question, and buy enough time for the next big question, even if you don't know the answer, you have to write an answer to it, the first two big questions should be basically similar to the questions you have done before, and they are generally solved in a fixed way, and the last big question is generally more difficult, but the first small question should still be able to do, and the other big questions should be similar, but I am a science student, I think the arts and sciences should be about the same.

Perform plate training. Overcome the multiple-choice questions first, then the fill-in-the-blank questions, then the big questions that give points, and finally the more difficult questions and finale questions. Each of these sections should start to accumulate mistakes, and then review each section after practice, so that your speed and accuracy will be significantly improved.

The first 6 questions of the multiple-choice question must be won, 7 to 10 questions must be won, 11 questions are tried to be won, and 12 questions are mainly Mongolian. Strive to win the first 2 fill-in-the-blank questions, and the first three questions of liberal arts students must score about 10 points for each question, and write half of the next questions, so that you can pass. Unless he is a powerful person, he may not be right when he writes the second half of the paragraph!

Marking the college entrance examination, first look at the answers, and then look at the process, there is an error in the middle, don't know how to pretend to understand, write a few more words, so that the teacher can't give you any more points if he wants to. Science is not clear!

Playing with a little cleverness, such as substitution, drawing, and geometry selection will probably help you. How much can be written in the big question, and if you can't come out of the first question, you can directly use the conclusion as the second question, and you will also be given points. Of course, if you're stronger, forget about it.

Nervous point, or not enough time.

Jiangsu's words ensure that the first 10 fill-in-the-blank questions are all right, the first three questions are very simple, as long as you do it slowly, you can answer it correctly if you are careful, and the last three questions are only done for the first two questions, unless you ask the third question or something, you can get started, save time to check.

Confident approach to questions in the exam room.

Be sure to do the questions quickly.

Take the basic knowledge points that you are usually best at.

When you encounter a problem, ignore it, let those top students waste time, and reduce the score gap with you.

The more confident you get up.

The easier it is to play extraordinarily.

The first few questions of the fill-in-the-blank question are guaranteed to be answered correctly, the answer to the last fill-in-the-blank question is generally not too complicated, the score in front of the answer question should be obtained, the penultimate question will be completed as much as possible if you can do it, and the first question of the last question must be written, which is generally not too difficult. The difficult part of the back can be abandoned, and the front can be checked quickly.

First of all, you must have a calm mind in order to play normally. Then pay attention to the answer specification and write the part of the meeting clearly.

Writing specifications, clear steps, very important, answer the big questions to write the serial number.

Even if it is a difficult question, you can analyze something from the question, and write something about what you analyze, so that even if the question is not completely correct, you will get a certain score, and there will be unexpected surprises

Send out the test paper to browse first, get a general understanding of the difficulty of the test questions, and have a reasonable allocation of exam time. Do a good job of the questions you know how to do, try to make sure that you get it right once, and spend the rest of your time on public relations. I wish the college entrance examination a smooth success, and the title of the gold list.

The types of test questions are very fixed, just remember the types of common tests and knowledge points.

The key to being effective is to:

If you can't do the question, you can't read the answer right away, but do the next question. You can't just look at the answer to a question, you have to ensure that you do a certain number and then look back together, and you can understand the answer thoroughly, and you must make quality for each question.

Miscellaneous. 1.There are not many references, but to ensure the quality of each question, you can thoroughly understand a set or a whole book. The answers to the selected references must be detailed and explained, not just ABCD.

The recommended ones are "5-year college entrance examination 3-year simulation" and "Tianli 38 sets". Even if you have a very poor foundation, the detailed answers will lead you to understanding step by step, let alone students with good grades.

2.There must be a specified time to complete a certain number of questions within a certain time. For example, don't spend too much time drilling into the particularly difficult parts of liberal arts and mathematics, and usually be familiar with the rhythm of the college entrance examination.

The essence of test-oriented education is not to learn to do every question, but to be efficient and get the most points within a limited time.

3.It is important to insist on doing the question, and you can't do it today and not do it tomorrow. Nor can you do fifteen pages today and only twelve pages tomorrow.

Strictly require yourself to complete a certain amount of questions every day, and do not relax every day before the college entrance examination. A reasonable plan for doing the questions and strong execution is an important guarantee for the success of the college entrance examination.

In short, if you want to be efficient, you can't rush for quick success, blindly greedy, and do a bunch of information almost always to see the answers, not into your own things. Believe in yourself and stick to your plan day by day.

I wish you success in the college entrance examination.

1. Summarize the promotion method. Pay attention to summarizing the knowledge points examined by the completed question type, that is, to master the method. 2. Abandonment of the question update method. Don't keep repeating one type of question. Abandon the types of questions you have mastered to save time.

3. Time arrangement. Alternate practice of literature, mathematics, Chinese, and foreign languages, and plan the time according to each course, so that you don't feel tired if you do one course all day long.

Fourth, the timing of the oxygen method. Don't fight hard with yourself, squeeze out time to exercise outdoors, oxygenate your brain, and maintain sufficient physical fitness and intelligence.

5. Snack supplement method. Prepare plenty of snacks and don't stand up when you're hungry, it will hurt your stomach!

After completing each question, it is necessary to clarify all the knowledge points examined in the question and the connections between them, pay attention to summarizing and consolidating ideas, and summarize the methods of doing each type of question.

The first is to take the initiative to learn and cultivate interest. Learning mathematics should not be satisfied with passively receiving knowledge, but learning it on its own. Interest can generate motivation and help you overcome difficulties and go deeper step by step.

The second is to pay attention to the depth of learning and not blindly pursue progress. When learning new content, you should analyze it carefully, and the more difficult it is, the more you should try to understand it. In order to ensure the quality of learning, it is okay to read slowly.

Third, it is necessary to attach importance to basic knowledge and basic concepts, and proceed step by step. Once you have a solid foundation, it will be easier to learn in depth.

Fourth, pay attention to the coherence of knowledge before and after. The content of each branch of mathematics is not isolated, and attention is paid to finding their internal connections and combining them with each other to deepen understanding and memory, making it a complete system.

Specifically, every aspect of mathematics learning plays an important role and cannot be ignored.

1. Preview. Use the free time such as holidays to read through the book, make some marks if you don't understand, and pay special attention during class; You can also do a moderately difficult exercise to test the effectiveness of your learning.

2. Attend classes. During the 45 minutes of class, you should pay attention to the teacher's lecture, and at the same time think positively and cooperate with the teacher. When the teacher talks about the definition of the concept of theorem, he listens and memorizes it in his heart, and deepens his understanding in the process of the teacher's explanation and examples. In this way, the in-class memory not only saves a lot of spare time, but also allows for a high degree of concentration in class.

3. Notes. A notebook is a must-have in math class, but you can't delay time in class because of copying questions, which will affect the class. Therefore, try to be concise and concise when copying questions, make full use of what you have learned to solve the questions, and the teacher can not only copy the answers when commenting, but must record the main points on the basis of understanding and organize them after class; If you don't have time to memorize the content, you can communicate with your classmates and ask for supplements.

Fourth, homework. Assignments should be completed independently, as a way to understand what is being taught in class and as feedback on the review of information. You should analyze the reasons for the wrong questions and correct them carefully, and you may wish to prepare a book of mistakes and record the error analysis and correct solutions, so that it will become an important learning material like a notebook.

5. Review. Under the guidance of the teacher, each person can select one or two reference books according to the actual situation. When referring to reference books, you should first familiarize yourself with the texts and not look at them too much.

You can't just watch the training, but you should pay attention to practice, solve it by hand, and you can't easily let go of difficult problems. However, for some simple methods and cumbersome calculations, you can take a detour and master the method. It is true that you can learn many typical problem-solving ideas and thinking methods from reference books, but you should not be led by the nose by reference books, and you should also adhere to the principle of textbooks as the main and reference books as a supplement when reviewing.

As the saying goes, "the prodigal son does not change his money", grasp the foundation, and if you don't fight, how can there be hope and tenderness.

<> mainly uses the triangle area formula and the cosine formula, a + b 2ab;

The examination of mathematics is mainly based on the basics, and the difficult problems are only synthesized on the basis of simple problems. Therefore, the content in the textbook is very important, if the knowledge in the textbook cannot be mastered, there is no capital to touch the class.

1. For the content in the textbook, it is best to preview it before class, and the targeted practice questions after class must be done carefully, not lazy, and you can also repeat the class example problems several times when reviewing after class, after all, take good class notes when you are in class. "A good memory is better than a pen". For the solution of mathematical, physical and chemical problems, it is not enough to rely on the general idea in the head, but only after careful pen calculation can we find the difficulties and master the solution method, and finally get the correct calculation results.

2. Secondly, we should be good at summarizing and classifying, looking for commonalities and connections between different question types and different knowledge points, and systematizing the knowledge we have learned. To give a specific example: in the function part of higher algebras, we learned several different types of functions, such as exponential functions, logarithmic functions, power functions, trigonometric functions, etc.

But if you compare them and summarize them, you will find that whatever kind of function you need to grasp is its expression, image shape, parity, increase and decrease, and symmetry. Then you can make the above contents of these functions in a big **, and compare them to understand and remember. When solving problems, pay attention to the combination of function expressions and graphs, and you will definitely get much better results.

3. Finally, it is necessary to strengthen after-class practice, in addition to homework, find a good reference book, and try to do as many practice questions as possible in the book (especially comprehensive questions and application questions). Practice makes perfect, so that you can consolidate the effect of classroom learning and make your problem solving faster and faster.

4. It is inevitable to make mistakes in the learning process, whether you are careless or just not, you must habitually collect these wrong questions, and each subject has an independent set of mistakes, when we review before the exam, they are the key review objects, so since you miss once, you may not be wrong a second time, only in this way you will not lose points again on the same issue.