What does math test? High linear algebra probability

Mathematics in the Preliminary Examination:

In the academic master's examination, 56% of advanced mathematics, 22% of linear algebra, and 22% of probability theory and mathematical statistics

Professional master's degree examination 2, advanced mathematics accounted for 78%, linear algebra 22% mathematics in the re-examination

Check the specific research and recruitment information, some schools do not take the test, and some may take the test.

Suggestion: It's best to go to the target school and see what their civil engineering undergraduate math is studying. If the target university is to be determined, then directly look at "Advanced Algebra" and "Mathematical Analysis and Analytic Geometry" which are the basic courses of mathematics majors, and other courses are at best a direction of these two courses, but I don't agree with the latter way, it is best to determine the target college first.

In the direction of civil engineering bridges, it belongs to science and engineering, and the proportion of the three exams is out of the year, but every year it is the following ratio, which has been continued for several years, and the possibility of change is not large.

Graduate students are divided into academic and professional types.

Academic Mathematics 1, Advanced Mathematics 26%, Linear Algebra 22%, Probability Theory and Mathematical Statistics 22%, Professional Mathematics 78%, Probability Theory and Mathematical Statistics 22%.

Each school has the same exam, which is the national unified examination.

As an undergraduate, you had to take all three courses;

If you take the professional exam, you don't need to review linear algebra when you are studying for graduate school.

Your major should be the number one test (the master's degree may take the number two), specifically go to the school you want to take the ** query, the number one is the test of everything, the content is the most, the number two seems to be the content of the high number less, the details are not very clear because I took the number one, you can go to the library to the next last year's exam syllabus. The syllabus for both years is exactly the same, math is just that, and the syllabus will not change much.

What kind of major are you, sister, I'm financial management, and I'm studying advanced mathematics (calculus, linear algebra, probability, statistics.

You should take the science and engineering class is mathematics one, all three, of course, you have to learn, but the proportion of mathematics one, two and three is different, and the proportion of mathematics one calculus is large, specifically refer to the exam syllabus of the year.

Bai mathematics can be re-studied according to the question type, and you can choose Mao Gang Zhiyuan 2017 "Postgraduate Mathematics Common Examination DAO Question Type Problem Solving Methods and Techniques Back to Clever Induction".

Postgraduate Entrance Examination Number 1: The full score of the answer paper is 150 points, and the examination time is 180 minutes. 。

Advanced Mathematics 56%, Linear Algebra 22%, Probability Theory and Mathematical Statistics 22%. The question structure of the test paper is as follows: 8 multiple-choice questions, 4 points each, a total of 32 points, 6 fill-in-the-blank questions, 4 points each, a total of 24 points, and 9 answer questions (including proof questions), a total of 94 points.

Postgraduate Mathematics II: 78% in Advanced Mathematics and 22% in Linear Algebra. The question type structure of the test paper is:

Multiple-choice questions 8 questions, 4 points each, 32 points in total, 6 fill-in-the-blank questions, 4 points each, 24 points in total, and 9 answer questions (including proof questions) 9 questions, 94 points in total.

Postgraduate number three: calculus 56%, linear algebra 22%, probability theory and mathematical statistics 22%, the question structure of the test paper is: 8 multiple-choice questions, 4 points each, a total of 32 points, 6 fill-in-the-blank questions, 4 points each, a total of 24 points, and 9 answer questions (including proof questions), a total of 94 points.

It takes half a year to learn from scratch, and it takes 3 hours a day to learnFurther Mathematics, linear algebra andProbability theoryOne hour per subject.

Since I have no foundation, I must have been familiar with the textbook test center in the first three months. Be sure to review the knowledge points according to the syllabus, such as counting three without test curvature, and triple integral.

Wait a minute. Time is running out, so don't do wasted work.

The first round of reinforcement focuses on the whole, and all the knowledge points of the syllabus are not allowed to be skipped, and a general framework is formed. Therefore, the second round of reinforcement should emphasize the breakthrough of details, and strive to overcome the points that are not understood or understood in the first round of reinforcement in combination with exercises. It takes more time to get to know the key points and difficulties by heart.

For mathematical formulas.

The questions that are not easy to remember, usually too obsessed with the intention to memorize, the questions are done too much, and the questions are used too much, so they will naturally be remembered.

The main content of advanced mathematics includes:

Sequences, Limits, Calculus, Spatial Analytic Geometry and Linear Algebra, Series, Ordinary Differential Equations.

It is the basic subject of the graduate examination of engineering, science, and finance.

Compared with elementary mathematics, the objects and methods of mathematics are more complicated.

Broadly speaking, mathematics other than elementary mathematics is advanced mathematics, and there are also more advanced mathematics, such as algebra, geometry, and simple set theory.

If it is preliminary, logically preliminarily called secondary mathematics, it is regarded as a transition between elementary mathematics at the primary and secondary school level and advanced mathematics at the university level.

It is generally believed that higher mathematics is made up of calculus.

A basic discipline formed by the in-depth algebra, geometry, and the intersection between them.

The students upstairs, is the postgraduate entrance examination the same as the final exam, many people have solved the high number of the final exam in two days, and if you want to learn almost two months, half a month for the line generation, and half a month for the probability.

For a week, I went to the Internet café every day in my freshman year, and in the last week of the exam, I finished reading all 9 courses, and I got more than 80 grades. You can focus on making sample papers, just read the book knowledge once, and then turn the book when you encounter a topic that you don't know, which is much better than just reading books.

Anyway, if you start now, you won't be in a hurry! Unless you study math for eight hours a day!

The scores are as follows:The general test score is as follows: Advanced Mathematics:

84 points, 56%, 4 multiple-choice questions, 4 fill-in-the-blank questions, 5 major questions. Linear Algebra: 33 points, 22%, 2 multiple-choice, 1 fill-in-the-blank, 2 major.

Probability Theory and Mathematical Statistics: 33 points, 22%, 2 multiple-choice questions, 1 fill-in-the-blank question, 2 major questions.

Introduction:The Unified National Graduate Entrance Examination (hereinafter referred to as the "Postgraduate Entrance Examination" or "Unified Entrance Examination") refers to the general term of the relevant examinations organized by the education authorities and admissions agencies for the selection of graduate students, and consists of the preliminary examination and the re-examination organized by the national examination authorities and the admissions units. It is a selective examination for the type of academic qualification admitted to general higher education.

The above content refers to Encyclopedia - Entrance Examination.

The scope of the second postgraduate examination is:1. Advanced Mathematics.

Functions, limits, continuous, unary calculus, calculus of multivariate functions, ordinary differential equations.

In the sixth edition of Tongji Advanced Mathematics, except for Chapter 7 of differential equations, Bernoulli's equation is examined.

In addition, the rest of the numbers are not tested; All "approximate" questions are not examined; Chapter 4 Indefinite Integrals.

The use of the points chart is not examined; Chapter 8 Analytic Geometry and Vector Algebra of Spaces is not examined; Chapter 9, Section 5 does not examine the system of equations; to Chapter 10 Double Integral.

So far as the application of heavy points is concerned, I will not take the test later.

2. Linear algebra.

Determinants, matrices, vectors, systems of linear equations, eigenvalues and eigenvectors of matrices, quadratic forms.

and quadratic type. <>

Postgraduate Mathematics II Review Method:

In the whole mathematics review, advanced mathematics accounts for the largest score, and when reviewing, it is necessary to focus on advanced mathematics. At the same time, linear algebra and probability are supplemented, regardless of whether you are familiar with it or not, you must review linear algebra and probability and statistics well.

In higher mathematics, it is more flexible, mainly concentrated in several chapters, one is the operation of the so-called infinitive limit, and the other is the differential total value theorem, as well as the application of integrals, especially the application of definite integrals in geometry, and the second half of advanced mathematics is the differential method of multivariate functions and the partial derivative.

There is also the line area division of mathematics, which we should pay special attention to and should be a big problem.

The number two does not test the probability, only the content of high numbers and line generations.

It is true that there should not be such a fight.

Relative to high numbers and line generations.

Probability theoryIt should be simpler to empty the liquid.

Because probability theory can generally be figured out.

And there aren't that many complicated residual formulas.

Let's do more questions to practice your hands.

Finally, after getting acquainted with it, you can definitely learn it.

Just believe in yourself.

It can only be said that you may not be good at probabilistic analysis, and you can't be stupid.

Don't think of yourself as a learning machine.