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1. Grasp the concept.
Doing math without understanding concepts is equivalent to reading articles without knowing words, and the first step in learning math is to memorize concepts.
2. Grasp memory.
Some people may say, how to memorize so many concepts, methods, and places to pay attention to? A good way to do this is to memorize it with the help of a slip of the tongue.
3. Grasp the system.
After each chapter, draw a knowledge structure diagram in time, pay attention to it, be sure to draw it from memory, correct mistakes again, and never copy the knowledge structure diagram on the book or tutorial book.
4. Catch the wrong questions.
Whether it is a practice or an exam, there will be mistakes, so you should pay attention to the mistakes and write down the cause analysis. In this way, if you can't find the paper when you review it in time, you can still review it when you look at the wrong book.
5. Grasp the problem.
It is important to do the questions, but you must not use the tactics of sea of questions. Do the questions should also pay attention to the method, if a question book is done all, the time will definitely not allow, so what should I do? Look at the questions first, the questions that you will do, and the questions that you won't do will be done again, and you really won't just look at the solution process, but you must mark the questions, and the next time you look at this question set, you will focus on the questions that have been marked.
6. Grasp and tidy.
Write down the key points, difficulties, and mistakes mentioned by the teacher in a notebook, and organize them regularly so that they can be used during review.
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Don't worry, you don't know about mathematics, you don't necessarily know how much other people know, and the mathematics of the college entrance examination is also very difficult... You grasp the previous selection and a few simple calculations, and those are OK·· Math won't be pulled too many points by others, put some effort into your strengths...
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Grasp the basics, concepts, formulas, do more basic questions and appropriate mid-range questions, reduce low-level mistakes, see if you will get it right after each test, and learn from it.
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If you don't learn math well, you can't master the basic methods, you can organize the basic methods taught by the teacher into formulas by yourself, which is convenient for memorization, and then find typical example problems to compare, after a few times, you should have some understanding. That's what I did, it worked well, I hope it helps.
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Heck, I used to struggle with this problem too!
Mathematics is always pulling points, you should analyze and analyze, and your approximate score in mathematics will not depend on your hind legs.
In fact, the method of mathematics can still be improved, if your goal is 110, then you can achieve this score if you give up all the last three questions, then the difficulty will be reduced, the difficulty of the first three questions is not large, the question type is basically stable, and it is not a big problem to win these questions. Therefore, it is necessary to strengthen training and summarization.
The third year of high school is to train and summarize more, and do a lot of papers! This is the foundation, practice makes perfect. Analyze and summarize the mistakes.
If your foundation is poor, it is not recommended that you specialize in those difficult questions. Grasp the easy ones and score all the questions that can be scored, and you will already be very good.
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Hehe. First of all, you don't value math.
I'm not good at math, but I value math very much. So you can generally take a 120 test
Secondly, you have to get your mindset right.
You know that you are not good at math, then you must get high marks in other subjects that you are good at. Don't be discouraged when you encounter a question that you don't know, and don't feel stupid.
Finally, do some practice questions often. Multiple-choice questions are generally skillful, and you may not get information from the questions. But if you look at the answer, it might be able to solve the problem.
The points that should be taken, must be taken.
After doing the questions, you should memorize the good question types.
When you encounter a similar problem, you will solve it easily.
Bless you.
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If you have no learning methods, let's talk about my experience in math learning.
First of all, the question is inexhaustible, and it will become a new question as long as you change a few data, so I don't recommend the question sea tactic, of course, it may be useful. You can spend more time summing up, get a notebook, check down the typical example problems, if you have time, replace all the numbers in it with letters, and then use the letters to calculate again, if you know, you can do it.
In fact, it is not so easy to draw inferences from others. Sometimes when you can't figure it out when doing a question, then you can look at how the question is asked, go backwards, and use the known conditional association, so that you can often find a breakthrough.
Mouth. Of course, the main thing is to listen carefully to the class, don't say it.
That's how I learned, and my math scores were in the top few in my class, so I guess I should be right.
Purely hand-made, absolutely no paste.
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I am now a sophomore at Shandong University, and I have 136 in mathematics in the college entrance examination, so I would like to tell you my opinion, I hope it will help you!
The question types of the college entrance examination are fixed in several categories, and the proposition order of the mathematics paper in our examination is choice, fill in the blank and big questions, and the big questions are trigonometry, permutation and combination, three-dimensional geometry, hyperbola or parabola questions, and comprehensive questions. Item analysis, first: choice, multiple-choice questions because they give specific answers, are relatively simple, and the methods are diverse. For example:
1) Bring in the answer to verify (2) The figure class can also be measured with a ruler, and the appropriate answer can be taken according to the proportion. (3) Memorize some direct formulas for solving problems and bring them into the calculation, because there is no need for a problem-solving process, so as long as you know that such a problem can use this formula, as for why you can ignore it and so on.
Second: fill in the blanks, the fill-in-the-blank test is relatively inaccurate, and some knowledge points are randomly covered, so you need to learn the basics.
The third category: big questions, you can take a look, the type of big questions is basically fixed every year, and you don't know if there have been changes in the past few years. If you follow my method, you should get more than 90% of the big questions by the time you take the college entrance examination.
Just because the question type is the same every year, so you will classify and study, buy a set of past year's real questions, really work hard, classify and sort out, you must ask if you can't, and make sure that the real questions you have done must be understood, even if each category gives you a week's time, you have time to send it clearly!!
Do real questions, summarize more, think about the year, I have 6 or 7 math notes alone, and I can't do it without hard work.
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I am a sophomore at Yunnan University, and I am 83 in mathematics in the college entrance examination. How to say, in my opinion, mathematics is actually difficult every year (of course, it is my mathematics is relatively poor), and the difficulty fluctuates a little bit, in short, it is very dangerous to rely on mathematics to support the score, unless you are very good at mathematics, so I suggest that you take Chinese and English as an advantage subject, these two subjects are not too difficult over the years, as well as biology and chemistry, are not too difficult, first determine your own advantage subjects, so that even if mathematics is too difficult, your score will not be too low. As for mathematics, read more textbooks, do the most basic question types, do not seek to 130, as long as you can make the foundation correctly, it is probably more than 90, the foundation I am talking about is the multiple-choice questions 1-10, as well as the first and second sky, and big questions, generally the first few are not difficult, the first two questions can be made, as for those who can't do it, look at the formula written, cheat points.
In short, it is very difficult to assault mathematics to 130+ for more than 90 days, and it will also affect your other subjects, so I suggest that you focus on the basics, do not seek high scores, only do not pit, and finally, offer a little of my advice on Mongolian questions, it seems that the distribution of the four correct options of ABCD for multiple choice questions on each college entrance examination paper is proportional, 3:3:4:
2 (abcd in any order), e.g. if you have selected one of the previous options 4 times, and you can confirm that it is correct, then this option will not be selected again in the other questions. In short, try to get closer to this ratio when you ask questions.
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Up to now, the answers are generally patterned, and the first question solves triangles, two-dimensional geometry, three-number sequences, four-function functions, and five-analytic geometry. Or the order is inconsistent.
With so many big questions, it's still relatively easy to score. There are also big questions, and there are generally many questions, all of which are from simple to difficult.
Wu Jia Er Shao 18:12:00
Below I will say separately: solving triangles is a simple problem, and I am proficient in some theorems such as the sine and cosine theorem, and I am proficient in some theorems such as the complementary angle theorem, and generally I will not lose points. If you don't have an idea when you do the problem and can't make up the equation, then you have to re-examine the problem and change your thinking.
Generally, it is not difficult, and there are no pitfalls for liberal arts, remember to draw a simple diagram on the draft to facilitate thinking.
Wu Jia Er Shao 18:14:14
Solid geometry, liberal arts do not use normal vectors, only conventional methods, usually as auxiliary lines, how to do,,, must be proficient in various kilometer theorems and proof methods, for the sake of insurance, you still learn normal vectors, I once said, you have to be proficient, know the normal vector, you will not lose points.
The number series is a cliché, and there should be no problem.
Wu Jia Ershao 18:16:08
Functions generally use derivatives, inequalities, the first question is very simple, maybe the last question is a little difficult, as long as you clear your mind, know how to start, and slowly calm down to calculate, there will be results.
Wu Jia Er Shao 18:18:14
Analytic geometry, the main play, must be proficient in all the characteristics of ellipses, circles, hyperbolas, parabolas, formulas, methods of establishing straight lines, always think of Vedica's theorem, and also divide many questions, must ensure that except for the last question, you can lose points, and the rest are not allowed to lose points.
Due to the limited text, and the great variability of mathematics, you can only see the tricks and solve the problems.
Wu Jia Er Shao 18:19:45
Finally, the writing is standardized, and it must be standardized, which is the most important thing!!
Specifically, what kind of normative law, let's understand it yourself.
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Practice more multiple-choice questions and fill in the blanks, as well as do more basic questions, as for analysis and derivatives, you don't need to look at them, those are very difficult, they all belong to the finale type in the college entrance examination papers, and do more questions about sets, complex numbers, triangles, number sequences, three-dimensional, probability, and vectors, which are relatively simple and easier to score. The basic properties of functions and derivatives, and the basic properties of conic curves are OK.
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Math, do you usually do exercises? When I practice, I look at the notes first, and then do the questions, and understand the things in the notes before I can use them myself. In this situation, you don't understand the content of the note, and you will only stick to it, which is not good.
Usually do more questions, look at the notes to see the method of doing the problem, think about why people solve it so much, when you do the problem yourself, first see which type it is, and then follow the method of doing the problem. The key to learning mathematics well is to practice regularly, and if you do more practice, the accuracy and speed will improve during the exam.
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We are the same, I used to be too, but now that I am in college, I pay more attention to mathematics, read textbooks to understand basic concepts, memorize formulas, and then do a lot of problems to explore the rules from them, and it is not difficult to do mathematics in middle school, but it is enough to pass 90 days.
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Just pass, don't put too much pressure on yourself, studying is for work, you have to work even if you are admitted to the doctorate, so just find a good job in the future, just hang up, what can you do.
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Only test the number of languages and English, maybe you are from Jiangsu Fill in the blanks in the test paper and ask 10 questions for money, which is 50 points, and the last big question can enter the 100-point ranks as long as the first 3 are the most important is the use of formulas, and it is recommended that you can be proficient in formulas in the questions Don't be too difficult The easiest thing to do is more.
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It doesn't matter, there are three months left. Don't be nervous, take your time. It is recommended to do the sample questions in the textbook again.
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You can go to a tutor and teach the basics first.
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Read more wrong questions, and textbooks, and pay attention to the basics.
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There is no way, mathematics has to be solved, and it takes time to do problems.
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Must do the basic !! Because the foundation of the college entrance examination accounts for a large proportion, such as formulas, simple questions and the like.
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Memorize formulas, do more questions, and don't lose points on basic knowledge.
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Classmates, don't worry, mathematics is really not easy to learn, listening carefully in class is only secondary, the key is to do it yourself, to study by yourself, your class must have a god who doesn't listen to the class, but can always do well in the test, don't you think they are simply not people, don't worry, so that your brain will think more is your step, come on.
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Believe in yourself, find an online class, don't just ask, keep working hard, the miracle itself is a miracle.
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Throw your phone in the trash. Take the book and look for someone to ask.
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It is recommended that you do the basic questions The basic score still accounts for the majority.
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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, don't be afraid of difficulty, don't be afraid of tiredness, and don't be afraid to ask! You can ask this question here, which shows that you really want to learn math well!
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The third year of high school is a very intense learning stage, and it is also a crossroads on her life path, but don't put too much pressure on her, communicate with her more about life preferences, and cultivate emotional trust with her. If your daughter is usually quite well-behaved, and her learning is not bad, but her learning status fluctuates, then I think it is enough to do more of the above work, treat learning with a normal heart, and believe and encourage your child to pay off as long as she studies seriously and works hard. The college entrance examination is not a card of life and death, even if you don't take the test well, there are still many choices in life, and you can still live a good life, the key is that you have to work hard for it, and it is enough not to regret it in the future. Huh