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I'm going to take the postgraduate entrance examination, and the number three is particularly bad, especially the probability. Are there any good learning methods?
Mathematics is actually the subject with the highest score in the postgraduate entrance examination. If a big question is wrong, it will open a gap of at least 7 or 8 points with others. How much reading must be done right to make up for it! Therefore, English must cross the line, politics can be above average, and mathematics must have scores! I have a good foundation in mathematics, and I usually do real questions with an average of 145+. But I was in a hurry to take the exam 150, and I didn't have a clue about a big question, so I thought hard for a long time, which delayed the opportunity to check other questions! As a result, this topic was finally worked out, but two small problems (very low-level mistakes) were wrong, and a big problem was wrong in the process, which finally ended in a tragic 130+! Here, I sincerely tell you that when you take the exam, just make sure that you can score everything you can, and don't lose big because of small things. At the same time, you should keep a normal mind during the exam, don't tell yourself how much to take, just do what you can!

Preparation strategy: do more and summarize more, and the method is fixed. The high number is the difficulty, and the line generation gets full marks.

For mathematics, I won't say much, just a little, do more problems, summarize by doing problems, and sum up the specific solutions to a class of problems, and solve them the next time I meet the corresponding problems. For the number two, the high number is difficult. At first, it will be difficult for online generation to finish the teaching materials, but when you finish reading Li Yongle's online generation counseling handout, online generation can basically get full marks! In short, do more questions and summarize more! In the exam, the line generation tries to get full marks, and the higher the number, the more points.

Book recommendation:

The first round: Advanced Mathematics (Tongji Class), Line Generation (Tsinghua 2nd Edition), for Mathematics I and III: Probability Theory (Zhejiang University 4th Edition).

The second round: you can go to the research site to search.

The third round: Li Yongle's real problem analysis.

The fourth round: 400T, surpassing 135.

The fifth round: review the above books and do several sets of simulation questions.

Review process:

The first round (March to June)

During this period, it is time to lay the foundation, and we must strive to finish reading the textbooks before the end of April. At that time, I finished reading the textbook of advanced mathematics before mid-April, and finished reading the textbook of line generation in late April and early May! Don't delve into textbooks. Personally, I think it's useless to delve into it, because at our level, we can't get any results at all! Therefore, read the book honestly, draw important knowledge points against the outline, and recite formula theorems! After-class exercises, I suggest you do them even and odd. After all, there is too much practice. If you don't have time, do odd (or even). In short, for the textbook, it is to recite all the knowledge points according to the outline and practice some topics properly!

You can start reviewing the whole book in May. It is very painful to review the whole book at this time, because you will find that the topic is much more difficult than the after-school exercises in the textbook! But it doesn't matter, as long as you bite off your scalp, you can gain a lot in one round! At this stage, I suggest that you don't do every question. If you don't think about some problems for five minutes, don't continue to think about them. Just look at the answer directly, but not all. Look at the first few steps of the answer and see if you can think of any way! If you don't have a clue after reading the first few steps of the answer, look at the answer. The questions that can only be solved after reading several answers are marked with W (I don't know), and the questions that can only be solved after reading the answers are marked with N (difficult). You will gain a lot by reading the whole book like this.

The second round (July-August)

This period is very important. It's time to start the second book! The second time, still do all the questions! The method is similar to the first round, but you can't do it in the first round. If the second round is done, you can remove the marks marked before! After the second time, basically the whole book is almost the same! If it is not the end of July, I recommend you to read two chapters in Wendeng's review guide (you can borrow this book and copy these two chapters): the proof and application of differential mean value theorem and the proof of equality inequality. These two chapters are proof questions, and Deng Ge summed up the method very well. After reading these two chapters, it is not so difficult to prove the problem! Therefore, I suggest that you give priority to the whole book by Li Yongle, plus two chapters of Brother Deng's guide as a powerful aid! I have a lot of time, so I made a guide and a whole book! If you have time, you can! But in fact, there is not much difference between the two books, and you will find that many topics are exactly the same!

After finishing the book, it is to make online counseling handouts. Yes, not do 660 first, but do online counseling handouts first! It is estimated that you don't know much about the online generation after reading the complete book, so look at the online generation counseling handout to ensure that your online generation is not under pressure! Read this book well, it is easy to understand, and there is basically no pressure after reading it! Then read 660. This book pays great attention to basic concepts, which is a bit difficult. Everyone must stick to it and get a lot of results!

In short, the task in this period is very heavy, and everyone must stick to it!

The third round (September-165438+1October)

The first thing in September is to finish the 660 and online counseling handouts, and then do the wrong questions in all the books I have done before to deepen my impression. Then take notes and summarize the basic knowledge points and problem-solving methods. After all this work, September should be over!

65438+ 10 to 165438+ 10 is the time to do real questions! As usual, stay 1 1 year and 12 years, and simulate two weeks before the exam! The rest of the real questions should be finished in this issue! Similar to English, it takes two days to do real questions every year, one day to do the questions and one day to analyze them! Analysis is not only to look at the questions you did wrong, but also to draw the knowledge points of each question and mark them in the book (or notes). After finishing this work, 10 is over!

By June 1 1, it is the part that completes the later chapters of the real title book. This is a highlight of Li Yongle's real question. Summarize the real questions chapter by chapter! This part should be done carefully, and then summarize the problems and solutions according to the contents written in the book! This step is very important, and it is a decisive step to improve your math ability.

The fourth round (65438+February)

By this month, nothing in the book can stop you. Everyone should move towards a higher goal, that is, 400T t, the title of this book is very difficult, and it is by no means comparable to the real title. But I suggest you spend three hours doing a set and feel the feeling of doing the problem, which is very helpful for the exam! The topic on 400T is very good, and some methods are quite sharp. If you want to go to 130+, then try to finish it! This book is recommended to be done twice.

Beyond 135 is a very good book, the difficulty is less than 400 t. For students who want to go to 120+, they can do this book instead of 400 t. This book is well summarized and has an original title this year. (that is, to prove the existence of the limit)

In a word, both books are very good. I suggest everyone do this. If you don't have time to finish it all, just follow my advice and choose a book that suits you! If you do these two books, you must always take notes and summarize the methods.

The fifth round (65438+ 10 month)

Don't buy any other books at this stage. Take a good look at the previous wrong questions, review the knowledge points, and test your level with the real questions of 1 1 and 12. If you have more time, you can choose to do one or two sets of simulation questions! However, I suggest that you still do a good job of the information at hand, and the simulation questions are very poor! Finally, read more notes!

Sunflower series:

The biggest trick of mathematics is to sum up the methods of solving problems! For a class of questions, we should sum up the corresponding methods! Try to see a problem and immediately think of the corresponding solution. If you do this, there will be basically no pressure in mathematics! And if you want to get to this point, you have to do more questions! Math, you can't do too many problems, but don't just do them. Remember, the summary after you finish is the most important thing!

Specialized courses (120+)

Specialized courses are not my strong point. Every student studies different subjects. There is no fixed method, so I won't introduce it much! In short, for professional courses, you must read all the textbooks formulated by the school, understand the exercises after class, and study the real questions over the years, so that there will be no problems! Professional courses are reading more books, reading them over and over again, and doing them over and over again! As for other books, you have time to read, but you have no time. Just study the assigned textbooks well!

Chapter four: preparation ideas and two principles.

First, the preparation mentality:

1) insist.

No matter how far the road is, no matter how difficult it is, we must stick to it! Stick to your goals and stick to the road of postgraduate entrance examination. Many people give up halfway every year! I would rather beat you in the exam than let myself beat myself!

2) Optimism.

The road to postgraduate entrance examination is very hard, and an optimistic attitude is a must! No matter how unlucky you are, just leave your character to yourself! During the postgraduate entrance examination, I was unlucky, and I always said, hey, I can add a few points to this postgraduate entrance examination to save my character! I didn't expect to get the part! I didn't expect that I would do so well in the exam!

3) Diligence! I don't need to say more about this, everyone knows!

Two principles:

No.65438 +0 Kannikin's Law:

Your postgraduate entrance examination score is determined by the subjects you are not good at! Like me, specialized courses are my weakness, so I spent a lot of time on specialized courses and finally got 120+, which is worthy of myself! Therefore, if you want to get high marks, you have to make sure that your strong subjects are still strong (I failed this year, and I am not strong in math), and your weak subjects will not hold you back!

Reading a good book three times is better than reading it three times.

When I was in the postgraduate entrance examination, the books I read may not be as good as other students, but I did read a good book three times, like Xiao 1000. I did it three times and the book broke! Here, I just want to tell you that reading a good book three times will definitely gain more experience than reading it once! So, don't read too many books, just study those good books!