Seek the basic handouts of the second graduate school entrance examination, and the scope of the sec

Generally speaking, the textbooks are these hehe, the textbooks of Tongji University for high mathematics, the textbooks of Zhejiang University for probability theory, and the textbooks of Harbin Institute of Technology for linear algebra.

As for the tutorial book, are you in the tutorial class of Wendu If you don't take other math textbooks, it's very good In addition, you are taking the math 2 Ah, huh, that's more difficult than mine There are recognized good textbooks for each level :) can also use others There is no need to specify anything Chen Wendeng's math is not very good! The following is a specific recommendation for you to take a look.

Chen Wendeng's "Review Guide" is relatively strong in high mathematics, with individual errors; Li Yongle's "Review of the Complete Book" is relatively strong in linear algebra. These two books are the same, meta. It is highly recommended that it is best for two people to review for graduate school together, buy these two books separately, and read them with each other.

In addition, it is recommended to use Li Yongle's "Analysis of Past Test Questions", "True Simulation Classic 400 Questions", "Breaking through 135 Points" and other books.

Good luck :) Of course it's better to sign up for a class :)

Tongji High Mathematics Fifth Edition is the best handout, read at least three times, and be sure to do the exercises after the book when you read the first two times (this is very important, don't do the questions = read in vain).

To you should read more books, read three times, do example questions after class, it's really useful, just do a few sets of real questions, 80 points to score, more to work hard.

The scope of the number 2 exam is as follows: Advanced Mathematics Functions, Limits, Continuity, Calculus of Unary Functions, Calculus of Multivariate Functions, Ordinary Differential Equations; Linear Algebra Determinants, Matrices, Vectors, Systems of Linear Equations, Eigenvalues and Eigenvectors of Matrices, Quadratic Forms. Number one:

Advanced mathematics, line algebra, and probability theory are all examined.

This year's postgraduate mathematics syllabus is basically the same as last year's syllabus. **In the algebra subject, the difficulty of the test questions varies but tends to be stable. The focus of the proposition is still on the basic concepts, the basic properties, and the basic methods.

The following is an analysis of the basic considerations and characteristics of linear algebra.

Advanced Mathematics: Functions, Limits, Continuity, Calculus of Unary Functions, Calculus of Multivariate Functions, Ordinary Differential Equations. In the sixth edition of Tongji Advanced Mathematics, except for the Bernoulli equation with * in Chapter 7 of differential equations, the rest of the equations with * are not tested; All "approximate" questions are not examined; Chapter 4 The use of the indefinite points and non-test points table; Chapter 8 Analytic Geometry and Vector Algebra of Spaces is not examined; Chapter 9, Section 5 does not examine the system of equations; Until the application of double integration and double integration in Chapter 10, I will not test it later.

Linear Algebra Determinants, Matrices, Vectors, Systems of Linear Equations, Eigenvalues and Eigenvectors of Matrices, Quadratic Forms.

Summary. Dear, hello, Mr. Tang Jiafeng Tang is most famous, for example, how can you sleep at your age, you are a little unproductive. Mr. Tang's teaching method is very similar to that of a high school teacher, focusing on the training of the amount of problems, paying attention to the foundation, and your masterpiece "1800" and "Advanced Mathematics Tutoring Handouts", etc., your foundation is not very good.

In the early days, I was able to follow Mr. Tang and lay a good foundation Wu Zhongxiang, Li Yongle, and Wang Shan, all three teachers, were professors from famous schools, and they came from the proposition of the year. The level, of course, can't be said. Teacher Li Yingle's line generation is listening to almost all the people who take the math test, and Mr. Wang Fuan's probability theory is also very good.

Mr. Mu Zhongxiang's master personally feels that the level is very high, the explanation is very thorough, and some technical things are in place, and he suddenly has a cheerful feeling.

Dear, hello, Mr. Tang Jiafeng Tang is most famous, for example, how can you sleep at your age, you are a little unproductive. Mr. Tang's teaching method is very similar to that of a high school teacher, focusing on the training of the amount of questions, paying attention to the foundation, such as "1800" and "Advanced Mathematics Tutoring Handout", etc., your basic answer bend foundation is not very good. In the early days, I was able to follow Mr. Tang and lay a good foundation Wu Zhongxiang, Li Yongle, and Wang Shan, all three teachers, were professors from famous schools, and they came from the proposition of the year.

The level, of course, can't be said. Teacher Li Yingle's line generation is listening to almost all the people who are early in the math exam, and Mr. Wang Fuan's probability theory is also very good. Mr. Mu Zhongxiang's master personally feels that the level is very high, the explanation is very thorough, and some technical things are in place, and he suddenly has a cheerful feeling.

Which is more suitable for Mr. Tang Jiafeng's basic handouts and questions?

In addition to this topic, which of his tutoring handouts are better?

In addition to online classes, there are no tutorial handouts or anything like that.

Review the whole book" + "Tang Jiafeng 1800 questions" (strengthened) + "660 questions".

Introduction: The 2023 postgraduate mathematics training and counseling class schedule, the latest postgraduate mathematics 123 subject teaching and training course materials, postgraduate mathematics e-book textbooks, and postgraduate mathematics review materials are released authoritatively.

The content of Mathematics II for the postgraduate entrance examination mainly includes the following parts:

1.Higher mathematics is stuffy.

2.Linear algebra.

3.Probability Theory and Mathematical Statistics.

4.Real analysis.

5.Functional theory.

6.Discrete mathematics.

7.Complex variable functions.

8.Ordinary differential equation.

9.Partial differential equation.

10.Numerical analysis.

Among them, advanced mathematics and probability theory and mathematical statistics are the key points in postgraduate mathematics, which need to master more knowledge points, and other disciplines are relatively simple. In order to get a high score, it is recommended to conduct a comprehensive review of these subjects, master the basic concepts, theorems and formulas, do more practice questions, and continuously improve your test-taking ability through multiple mock exams.

Month to July.

Month. It took a month to brush up on the "Advanced Mathematics Tutorial Handout" and "Linear Algebra Tutorial Handout" to establish a knowledge frame and dismantle the shelf. And brush Tang Jiafeng's intensive class, and then follow the chapter exercises to review the exercises of the whole book, calm down in the process of practicing and reviewing the whole book, and review the past and learn the new in time after completing the review of each chapter of the book.

Graduate school entrance examination. September.

Begin to brush the real questions in chapters, reference book: Zhang Yu "Postgraduate Entrance Examination Mathematics Real Problem Solution" (you can buy an old version very cheap if you don't have a new version) to do real questions, you need to have a knowledge framework at this stage, and use the real questions to repeatedly consolidate the knowledge framework.

Graduate school entrance examination. Month. The third brush is the wrong questions of "Advanced Mathematics Tutorial Handouts" and "Linear Algebra Tutorial Handouts" and the second is the wrong questions of "Rough Mathematics Real Questions for Postgraduate Entrance Examination". In the process of doing questions, constantly review the knowledge points of each chapter of the book, continue to consolidate the knowledge framework, and improve the speed of doing questions.

Month - December.

Set of real questions and rock Lu Kai set to do mock questions. You can choose Hegongda, Li Lin, Tang Jiafeng and Zhang Yu for mock questions, continue to consolidate the past mistakes, continue to consolidate the knowledge framework, and exercise the speed and feel of doing questions.