How to study high math in freshman year How to study high math in college?

Listen to the class, understand the example questions, do the exercises after class, don't know how to ask questions immediately, the main thing is to do the homework assigned by the teacher, the basic exam will be easy to pass, to understand, not just do the question, do not copy the answer or look at other people's homework. Do it yourself, don't know how to find a book, ask the teacher when you have time, basically take the calculus more, especially a lot of details to pay attention to, sometimes some methods can be memorized when doing the question, which can improve the speed of your exam, calculus won. It's easy to write basic theorems and look at the example problems.

Differential equations should be practiced more. I remember a few to memorize. Write it silently.

Listen carefully in class and practice more after class.

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!

If you are taking classes in college, as long as you understand what the teacher says in class, if the teacher leaves the questions after class very targeted, do according to the teacher's instructions, if the teacher does not leave specifically, you can choose some typical ones in the materials, you can't not listen to the class, you can't do the questions, of course, there is no need to do too many questions like high school, you don't need to learn by yourself if you can listen to the teacher's lectures, self-study is very difficult, my sister has tried, and it takes a lot of trouble.

If you are self-studying outside of school, make a good plan, how much you learn every day, what tasks you want to complete, as long as you have a foundation in mathematics, you can learn it.

As for the textbooks, the sixth edition of Tongji University is up-to-date, and it is best to use paper, and the electronic version is inconvenient. If you need to take an exam, it is recommended that you find a nearby college student to copy their materials, which is more targeted and not very expensive.

The main thing is to understand, do a little bit of the questions appropriately, deepen the impression, so that you will remember it well, and there should be no problem with the exam!

It's very simple, you can stick to self-study.

In fact, you don't have to listen carefully to understand, but you have to listen a little, if you don't listen to the lecture, you have to read the book carefully after class, you can't be sloppy, do the post-class questions, do it seriously, it's okay.

I'm a liberal arts student, is it hard to learn science and engineering math?

It's okay to read books, read sample questions, do after-class questions (you don't need to do after-class questions that are too difficult, unless you take the postgraduate entrance examination) and get a high score in the final exam.

My experience when I was in college was that first of all, I had to listen carefully in class, complete the homework assigned by the teacher, and secondly, I had to pay attention to reviewing with the test papers of previous people before the exam.

Learn like you did in high school, college math is not difficult, but lazy, don't be afraid.

College math is too difficult, unlike high school, this must be understood, and if you don't understand it, it is equivalent to learning in vain. You'll have to ask more.

In the case of advanced mathematics in college, I think that I should try to do as many questions as possible, and then understand and memorize.

Listen to the teacher, you have to do a lot of questions after class, and ponder all kinds of question types.

Study hard and study hard, you can learn it, you have to listen well in class, and you can't play with your mobile phone.

Common problems of college students:

1.College study is not the same as high school school. High school learning is purposeful, your goal is the college entrance examination, and the teacher will control you so strictly that you can only concentrate on studying.

However, the university school is completely different from this, the university learning is more autonomous, there will be no teacher to force you to study, you have to take the initiative to learn, take the initiative to read books, and take the initiative to strengthen this part of the learning interest and learning ability.

2.Lack of autonomy, entering the university, may make yourself lazy in a certain comfort zone, because you are not willing to take the initiative to study, you may also become unwilling to study. I feel that I have finally been admitted to this blind university, and I should relax and enjoy a comfortable university life, but it is true that this is not the case, we must mobilize our own learning autonomy, strengthen our learning ability, and lay a solid foundation for our future professional ability.

3.You can't be strict with your own learning. I may not study very seriously in the study of the Great Sleepy Sacred Mountain, and I feel that I may be quite good, with the attitude of learning casually, and the attitude of not failing to take the course.

But we should not demand ourselves with such a low-demand attitude, we should be more strict with ourselves, to find a better self.

In high school, we are basically led by teachers, let you preview before the new class, and talk about the things in the book from beginning to end in class. Any questions you may have can be answered. Even if you don't understand it very well, you can gradually understand and master it in the following exercises and ask your classmates.

The most important thing is that you have a lot of exams to pressure you to study. When you go to college, no one says that you will be forced to take it to study, and learning becomes your own business, and the teacher is only responsible for teaching the knowledge in the book. We don't have the pressure of the college entrance examination, so we don't have the motivation and the heart to study.

So we're going to do the following. You have the potential to succeed. Stupid dates.

1. Find your ideal, a lofty ideal. Don't be afraid that you can't do it, and what you don't do will never be done. You can also set small goals for the near future (in a few years). That way you're motivated.

2. Start making a study plan after setting long-term goals and short-term goals. Don't go too far all at once, take it one step at a time. Slowly adapt to self-directed learning in college, so that it has been restored to 50% of your senior year of high school (not that I blow, if you can find half of the study time and motivation in your senior year, you will be terrible) 3, the methods of learning in each subject are nothing more than so few, preview before class, listen carefully in class, and consolidate after class.

The point is, can you do it? If you do, you will understand faster than others. As for those who don't understand, they have to be thick-skinned.

Ask, teachers, classmates, seniors, etc. The exercises after class must be completed and done very clearly.

After the school opened, the textbooks were handed out, and during class, if you couldn't understand what the teacher said, you would read the textbooks by yourself. Of course, it is best to be able to understand what the teacher is saying.

After class, the teacher will generally hook the practice questions for you to do, and in the process of doing the questions, if you still don't understand the place, you will find the relevant knowledge points of the textbook again. If you make a mistake or find it interesting, mark it.

In addition to textbooks, there is also a study guide book. After finishing the teacher's homework, take a look at this study guide, especially the sample questions at the test center, at the end of each chapter, there are practice questions, you can also do it. Similarly, if you do something wrong, you can also mark it.

When the final exam is approaching, don't miss class at the end, because at this time, the teacher will generally mark the test points, key points, and exam scope in class. You also need to mark these contents.

The method of learning is nothing more than preview + listen carefully + practice more after class + communicate more.

But if it's for a specific purpose, it can also be done in a specific way:

If you're coping with a final exam, it shouldn't be too difficult.

Learning is based on grasping the textbook and understanding the theorem as the core.

After understanding the example problem, cover it, do it again, think about it first if you can't think of it, and then look at the solution in the book if you really can't think of it. In this way, the example problems are completed first.

Then there are the exercises. The landlord can buy a reference book that explains the after-class exercises in detail, and complete the after-school exercises in the order of doing the questions independently, verifying the answers, and thinking about the process of solving the problems in combination with the answers.

Before the final exam, the landlord must get the high mathematics exam papers of the previous years, and do the test papers several times to understand the ideas and answering ideas.

Example questions + after-class exercises + test papers, if the final exam is not very bt, I don't think it's a problem for the landlord to score 85 points.

If you want to advance, you can consider looking at the advanced number of graduate school entrance examinations.

Li Yongle, Chen Wendeng, etc. have all published mathematics review books and tutorial handouts for high math monoblocks. The process of the advanced mathematics part follows the textbook, and there will not be too much knowledge interspersed with the back, and the solution will not be shackled by the content that has not been learned.

You still have to read the book before class. At least know that the teacher is talking. I feel that it is still important to do the questions.

Read more books. It's no different from high school math. The class is serious, although the teacher may teach boring.

But it depends on the teacher's method of solving the problem. Many of the methods are taught by the teacher in class. If you don't pay attention to listening, it's gone.

I didn't have a pre-study for the high math class, and I listened very hard. Make up for it after class.

Preview + listen carefully + practice more after class + communicate more.

Ask more teachers and classmates. Of course, think for yourself.

Read the textbook, memorize formulas, and memorize example problems.