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I think it's possible, self-study is the best way to develop a person's abilities. After graduation, we have to learn all the knowledge on our own. Moreover, the teaching assistants in the world are more detailed than the teachers say.
What's more, plane geometry is not tested in high school, and solid geometry is considered the simplest geometry, and analytic geometry is just calculation. I spent the summer vacation of the third year of junior high school to study the content of the first year of high school, and I think the effect is very good, in fact, high school mathematics, there is nothing difficult, the main thing is to do more problems. The advice for self-study is to be sure to read the example questions first, understand the various types of questions, and do the questions.
It is important to pay attention to learning to summarize, because self-study may make the knowledge unsystematic, and it is very helpful to summarize and summarize (analyze the reasons for the questions you have done wrong). In addition, self-learning is that we know our weaknesses best, so that we can prescribe the right medicine and waste less time. However, if you don't understand the question, you must ask the teacher, which can also save a lot of time and grasp the key to the problem.
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It is completely self-taught. Judging from what you said, you should have just started high school, right? The most important thing in learning this part of the content is to understand the relationship between the analytic formula of the function and the image, the quadratic function is very important, and whether you learn it well can see how well you think mathematically.
The key to science is to drill, once you learn it, you will feel that it is not enough, and it will be easier to study other chapters in the future.
My high school course was self-taught, and I started with thirty or forty points, and it was very good in half a month, but I was crazy in that half a month, and I couldn't pick out a few questions in one night. However, after learning well, it is very easy to continue to study, and you can basically understand it after reading it once.
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If you don't want to do well in the college entrance examination, that's fine. If you don't study on your own for exams, that's fine!
Truth be told, unless you're a genius (and from junior high school geometry, you're obviously not).If you want to use your own strength and others to fight under the guidance of a battle-hardened teacher, it is definitely a bit overwhelming.
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Geometry doesn't seem to have much weight in high school math, and I don't do much in the college entrance examination, and learning functions is the most important thing!! A person who has just taken the college entrance examination passes by... Downstairs:
Don't you hit people's confidence like this, okay!! I'm from the past, what's so difficult about high school math! What is the foreign one, the foreign arithmetic 15*15 has to be calculated with a calculator They can't calculate it without a calculator!!
That's why the landlord is so discouraged and believes in yourself, so many people have come over like this! Are you so unconfident in yourself? I look down on you like that.
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High school math is much more difficult than junior high school, so it's best not to study on your own, and it's not impossible to learn on your own, but you'd better find a math master on a regular basis to help you summarize some of the most difficult points.
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Self-taught math is not as fast as a teacher. There are a lot of previous people's experience, so you can use it directly (although it is also interesting to find some of them yourself.) A lot of teachers are more methodical.
This way you can teach yourself to a certain extent. There are also many teachers who teach them very well! It's easy to get interested in math, so it's just around the corner to learn math well
Personally, I think self-study is more suitable when you have mastered the existing knowledge, and there is no problem with the exam. You'll be able to learn on your own before you start. There are a lot of things in our class...
However, functions are very important in both middle and high schools. So you must learn well!
If you must insist on self-study. Remember to read more books and do more questions. You have to understand every single point. I don't know how to ask the teacher. (I seem to talk a lot of nonsense.) )
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I just graduated from high school, in fact, high school math is not too difficult, as long as you are not too benzene and diligent, you can learn on your own.
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It's best not to, unless you are particularly smart and have a good understanding, you still follow the teacher to learn, and you can appropriately detach yourself from the teacher when reviewing.
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Nonsense, there are so many high school studies, and the most important thing is to study on your own, and when you study on your own, you have to understand your goals.
Know where you are headed.
It's best to set yourself a goal.
And empty talk is useless.
No matter how much you say, it's just nonsense, and there's no point in nothing without action.
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If you want to do the basics, I think it's good to do a good job in the textbook and buy a resource book (such as the Handbook on Critical and Difficult Points) to do it, which is actually quite easy to learn. If you want to use it more proficiently, that is, to improve, I suggest you buy a junior high school competition book to see, this is by no means a degradation, in fact, junior high school math competitions are also quite difficult, the main mastery method, come on!!
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You have to study hard to learn it well, but because I didn't study math well, I only scored 69 points in the college entrance examination and went to a junior college.
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As long as you have perseverance, perseverance, courage, and guts, you'll do it!
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Except for the function, which is a bit laborious, everything else is easy
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High school mathematics is very difficult, and I heard that it is equivalent to the level of foreign universities.
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Difficult! We have teachers to teach and feel tired.
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Of course you can, but it's much more tiring than listening to the teacher's lectures, and if the method is not appropriate, it will only get half the result; So be mentally prepared; It is best to have both knots in harmony; You think, after teaching for so many years, you don't know what the key point is, what knowledge should be mastered to what extent, and if you start a single stove, if you don't pay attention to it, it is easy to fall behind other subjects; In addition, if you want to learn anything, you have to find your own information, and it is recommended to borrow it directly from the teacher to make copies; In the end, it is still the ugly sentence, the combination of self-study and listening to lectures is the best policy; I wish you success; Attention
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How to self-study math in high school is as follows:Leap from Thinking Methods to Rational Levels: Another reason why high school students have math learning disabilities is that the thinking methods of high school mathematics are very different from those in junior high school.
In junior high school, many teachers have established a unified thinking model for students to solve various problems, such as solving fractional equations in several steps, factoring what to look at first, and then what to look at. Therefore, junior high school learning is accustomed to this mechanical, easy-to-operate way, while high school mathematics has produced great changes in the form of thinking, and the abstraction of mathematical language has put forward high requirements for thinking ability. This change in ability requirements makes many freshmen feel uncomfortable, so it leads to a drop in grades.
Understand and master commonly used mathematical ideas and methods in a timely manner: To learn high school mathematics well, we need to master it from the height of mathematical ideas and methods. There are several mathematical ideas to be mastered in middle school mathematics learning:
Gathering and corresponding thoughts, classifying and discussing ideas, combining numbers and shapes, moving ideas, transforming ideas, and transforming ideas. After having mathematical ideas, it is necessary to master specific methods, such as: commutation, undetermined coefficients, mathematical induction, analysis, synthesis, counterproof, and so on.
Among the specific methods, the commonly used are: observation and experiment, association and analogy, comparison and classification, analysis and synthesis, induction and deduction, general and particular, finite and infinite, abstract and general, etc.
Gradually form a "self-centered" learning model: mathematics is not taught by the teacher, but under the guidance of the teacher, it is acquired by one's own active thinking activities. To learn mathematics, it is necessary to actively participate in the learning process, develop a scientific attitude of seeking truth from facts, and have the innovative spirit of independent thinking and exploration. Correctly deal with difficulties and setbacks in learning, not discouraged in defeat, not arrogant in victory, and develop a positive and enterprising, indomitable, and frustration-resistant excellent psychological quality; In the process of learning, we should follow the laws of understanding, be good at using our brains, take the initiative to discover problems, pay attention to the internal connection between new and old knowledge, not be satisfied with ready-made ideas and conclusions, often carry out multiple solutions to one problem, change one problem, think about problems from multiple aspects and angles, and dig out the essence of problems.
To learn mathematics, we must pay attention to "live", it is not good to only read books and not do problems, and it is not good to only bury your head in problems and not summarize and accumulate. For textbook knowledge, we must not only be able to drill into, but also be able to jump out, and find the best learning method based on our own characteristics.
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