The average score of No.2 is 6 1.22.
The average score of mathematics in the postgraduate entrance examination over the years: No.1 scholar 6 1.94, sample 9 1 134. The number two is 6 1.22, and the sample is 78360. Count three, 64.55 points, sample 78497.
According to the different requirements of engineering, economics and management disciplines and majors for graduate students' mathematical knowledge and ability, there are three kinds of mathematical examination papers for graduate entrance examination, of which Math I and Math II are engineering and Math III is economics and management.
The scope of the number two exam is as follows: advanced mathematical function, limit, continuity, unary function calculus, multivariate function calculus, ordinary differential equation; Linear algebraic determinant, matrix, vector, linear equations, eigenvalues and eigenvectors of matrix, quadratic form. Number one: comprehensive examination of advanced mathematics, line generation and probability theory.
This year's mathematics syllabus for postgraduate entrance examination is basically the same as last year's syllabus. In the course of linear algebra, the difficulty of test questions varies but tends to be stable. The focus of the proposition is still the basic concepts, basic properties and basic methods. Let's analyze the basic test conditions and characteristics of linear algebra.
Advanced mathematics: function, limit, continuity, one-variable function calculus, multivariate function calculus, ordinary differential equations. In advanced mathematics of Tongji Sixth Edition, chapter 7 of differential equations is not tested except Bernoulli equation marked with *; All "approximate" questions are not tested;
The fourth chapter is the use of indefinite integral, without integral table; Don't take chapter 8, spatial analytic geometry and vector algebra; Chapter 9, section 5, the case of not taking the equation test; Until the tenth chapter, the application of double integral and multiple integral will not be tested later. Linear algebra: determinant, matrix, vector, linear equations, eigenvalues and eigenvectors of matrix, quadratic form.