If you don t have any foundation in college, how can you revise for the graduate school entrance exa

My foundation is also quite poor, and I also learn math three, I have been looking for a good revision method for learning mathematics for a long time, so I will give you some advice, of course, this is also my review plan. Hope it will be useful to you :

There are three books: Tongji's Calculus, Tsinghua or Tongji's Linear Algebra, and Zhejiang University's Probability. Because you don't have any foundation at all, you can learn the basics in 5 months.

Learn mathematics before March next year, so that through such a long time of learning the basics of mathematics, you have a certain grasp of mathematics, and then apply for a spring basic class or a computer, a basic course for the mathematics entrance examination (recommended, the class is very expensive, and if you are not in Beijing, you will basically listen to the courseware) to consolidate the basic knowledge. It is very not recommended that you blindly register for classes without a foundation, I have also reported before, it is very difficult, and it is basically the same as not listening to it.

That way, by April next year, you'll be able to plan for the next step at your own level and pace. Of course, it is very good to look at the experience of previous people, which can not only obtain good learning methods, but also enhance self-confidence.

You need to read the textbook first to grasp the basic theory. After you have the basic knowledge, you will do the questions later.

1. The textbook is in the version that is common to higher education. Including advanced mathematics, linear algebra, probability and statistics.

2. Candidates who have a good foundation in high school mathematics and have a very strong comprehension ability can choose to read books and understand by themselves.

4. Past papers are very valuable, so you can do them until the basic knowledge is solid. When studying, you can do it with the questions in the textbook or the mock questions for the graduate school entrance examination.

5. After learning everything, do the past past questions to see if all the knowledge points covered in the past questions have been mastered.

Here's what I personally experienced.

I've never studied math either, high math, probability is 62, linear algebra is still hanging. At that time, I was also going to take the graduate school entrance examination, so I studied hard, and finally took the math 1, 139, which shocked many people.

First of all, self-learning mathematics is a very hard work, and it is necessary not to be discouraged and unyielding.

Then start learning.

First, now in the summer vacation, read the textbook, buy the answers to the post-class questions, the textbook is the foundation, all the knowledge points in the textbook are read, and I have done the example questions more than once, among them, there are too many after-class questions, and I can only choose the representative ones to do, so that mathematics has a certain foundation, and at the same time forms a simple system, and has an impression of mathematics as a whole.

Second, from the summer vacation to mid-October, do a review of the whole book, recommend Li Yongle, try not to leave difficult points, and at the same time, if you don't understand that part, you can read the textbook for a while, the first time will be very hard, but stick to it, look at it again, the second time is much better, this is also, at least twice. At the same time, sort out the wrong question book and sort out the classic questions.

Third, from late October to mid-December, do past papers, while constantly reviewing the textbook and reviewing the whole book.

Fourth, the rest of the time is to look at the wrong question book, look at the whole review book, do the questions to stay in shape, and prepare for the exam.

Believe in yourself, you're fine.

Pure hand-playing, my own personal experience, I hope it will help you, please adopt.

The best way to do this is to study with your freshman classmates this year while studying on your own.

Totally agree with t5280650 |Level 2.

However, I think there are too few people who can grit their teeth and persevere.

And this kind of person who can persist in working his own, even if he can't pass the exam, is very powerful, no matter whether he does work or things in the future, he is not necessarily worse than a graduate student!

Math 3 won't be hard.

Postgraduate mathematics 1234 of which 1 and 2 are more difficult, 3 is relatively simple, such as calculus, 1 and 2 as science and engineering majors, most of them are science, it is necessary to learn the derivation process, and 3 only needs to memorize formulas to solve. The sixth edition of Tongji Advanced Mathematics is a relatively common textbook, which can be read and is relatively easy to get started.

I don't know what level the landlord will reach. If the level is relatively high, you can refer to the former Soviet Union's "Jimidovich" mathematical analysis work, which is all the exercises that Jimidovich has studied all his life, 4461 questions, which are very representative, and there are also postgraduate examination questions to refer to these propositions. Although the basic questions in it are very representative, there may be a lot of problems in it, because I am a science subject and I can't fully understand it, I think the landlord can refer to it if the foundation is relatively high.

Regarding the points, it is best for the landlord to look at the sixth version of Tongji, which is more in line with the national conditions. If you don't understand, you can refer to the former Soviet Union Fichkingolz's "Calculus Tutorial", this set of tutorials pays more attention to the basic principles of mathematical analysis, and it is not recommended that the landlord look at it with one mind, but you can refer to it if you can't understand it. Because Lao Fei has completely talked about calculus, it is likely that the content of the sixth edition of Tongji has caused the landlord to not understand, and Lao Fei has an introduction here.

As a postgraduate examination exercise, there is also a collection of mathematical analysis exercises by Lin Yuanqu and Fang Qiqin, which is very in line with the actual teaching in China, and it is recommended for the landlord to refer to it. This book improves and complements the problem solving of "Jimmy Dovich", which can enhance the landlord's mathematical ability.

If you still have questions, you can ask the lord of Halou.

1. At this stage of mathematics review, the focus must be shifted backwards, because most of the test points, key points, and difficult points of mathematics are in the middle or last few chapters of each book, and most of the comprehensive questions and major questions of the proposition system appear in the later chapters.

2. In Mathematics I, the examination of Advanced Mathematics focuses on definite integrals, double integrals, line area divisions, infinite series and other chapters, while the examination of the advanced mathematics parts of Mathematics II, III and IV focuses on the later chapters of the differential median value theorem and definite integrals. The most important aspects of linear algebra are the linear correlation of vectors, systems of linear equations, eigenvalues and eigenvectors, quadratic and positive definite matrices, etc. There are many changes in the question types of these chapters, and the connection and transformation of knowledge points are very concentrated, which is convenient for formulating comprehensive questions.

3. The focus of the review of probability and statistics is on one-dimensional random variables and their distributions. When reviewing advanced mathematics, it is necessary to organically combine limit theory, differential calculus and integral science, and use it flexibly. When reviewing linear algebra, it is important to take the system of linear equations as the core, integrate them from one to the other, and flexibly use the knowledge you have learned to analyze and solve problems, and do not isolate them.

For example, determinants, matrices, vectors, and systems of linear equations are the basic contents of linear algebra, which are not isolated and separated, but penetrate and are closely related to each other.

4. When reviewing probability and statistics, candidates should flexibly use the knowledge they have learned, establish a correct probability model, and comprehensively use the knowledge of limit, continuity, derivative, integral, generalized integral, double integral and series to analyze and solve practical problems, and improve their ability to solve comprehensive problems. For more review guidance, you can refer to the Lower Master's Examination Forum to revise your review plan in time for a better and more comprehensive review.

Graduate School Entrance Examination Mathematics Review Four Resources.

First, teaching materials. Shenyang Haitian Postgraduate Entrance Examination Official believes that any tutorial book does not write the concept as clearly as our textbook, and the textbook is the foundation, and Shenyang Haitian Postgraduate Entrance Examination Official ** believes that it is necessary.

Second, review the whole book and review the guide. Candidates are generally familiar with the big thick book, and the official Haitian Postgraduate Entrance Examination believes that this kind of book is wanted. Generally, it is written in accordance with the summary of each part of the knowledge points, key question types, and methods, and is written in accordance with this line of thought.

3. Practice questions. Especially past papers. Mathematics must be practiced, Shenyang Haitian Postgraduate Entrance Examination Official ** believes that the previous exam questions are the best practice questions, so many experts have ordered the questions, so it is very exciting some questions, Shenyang Haitian Postgraduate Examination Official ** believes that these questions will be tested on each part of the main things after you read them, which things are the focus.

Shenyang Haitian Postgraduate Entrance Examination official believes that when you do these questions, you can better understand which ones are okay and which ones are not good, and you have to make up for them as soon as possible, so Shenyang Haitian Postgraduate Entrance Examination Official ** believes that it can provide you with goals for later review. Shenyang Haitian Postgraduate Entrance Examination official ** recommends doing it repeatedly, but it does not mean that each question should be done five or three times. When you do it for the first time, Shenyang Haitian Postgraduate Entrance Examination official ** thinks that some questions are done for the first time, you can compare them with the book, if you do it right, your method is the same as the method written by the teacher in the book, whose method is good, where is the good, if you don't do it right, where is it wrong, or some don't know where to start when you do it for the first time.

Shenyang Haitian Postgraduate Entrance Examination Official** thinks that the first time directly did the method is very good, obviously there is no need to do the second time, the first time I did it, there is no good method, I don't know** to start, obviously need to do the second time.

Fourth, mock questions. Shenyang Haitian Postgraduate Entrance Examination Official** suggests that the mentality of doing mock test questions must be correct, what is the purpose of doing mock test questions, Shenyang Haitian Postgraduate Entrance Examination Official ** believes that there are mainly two, and experience the equivalent of a live-fire exercise, how to allocate time and deal with these problems in 3 hours. Another purpose, Haitian Postgraduate Entrance Examination official ** believes that by doing this mock test paper, it is mainly to check and fill in the gaps, and to see what is okay and what is not good by doing mock questions, and make up for it as soon as possible.

In a situation like yours, grasping the foundation is the key, and after finding the textbook, spend most of your time learning the basics of the textbook, understanding is the key, knowing the textbook so the exercises, and the textbook questions are very good. About 6-7 months before the graduate school entrance examination, we will focus on more difficult topics.

Personally, I recommend finding a college student majoring in mathematics to give you make-up classes. It's a bit difficult to teach on your own.

Can I help you, does the landlord have QQ!