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What are the high school mathematics knowledge points involved in the third part of the postgraduate entrance examination?
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.

You must use the enrollment major of Mathematics III.

1. The first-level discipline of economics.

2. Management of business administration, agriculture and forestry economic management level discipline.

3. First-class discipline of management science and engineering, with a degree in management.

Examination syllabus: Examination subjects: calculus, linear algebra, probability theory and mathematical statistics.

Test paper structure

1, full marks in the test paper, and the test time.

The full mark of the test paper is 150, and the test time is 180 minutes.

Step 2 Answer method

The answer methods are closed book and written test.

3. Test paper content structure

Calculus 56%

Linear algebra 22%

Probability theory and mathematical statistics 22%

4. The structure of the test paper.

The question structure of the test paper is:

8 multiple-choice questions, each with 4 points and ***32 points.

Fill in the blanks with 6 small questions, with 4 points for each question and 24 points for * *.

Answer 9 small questions (including proof questions), ***94 points.

Middle school is called elementary mathematics.

Teaching advanced mathematics in universities,

It doesn't involve professional knowledge, and the math and geometry part of the postgraduate entrance examination is not tested, that is, it doesn't involve various circles.

It's just that sometimes there are lectures, such as calculus, and the teacher wants to cut the circle line or something.

They are all algebraic parts such as derivative and differential, and geometry has never been studied.

High school generally has the following contents:

Set and simple logic, function, trigonometric function, solution triangle, plane analytic geometry, solid analytic geometry, plane vector, space vector, statistics and probability, permutation and combination and binomial, conic curve, derivative, complex number, sequence, inequality; The ideas involved are: the combination of numbers and shapes, the transformation of ideas, the overall thinking and so on.

Elementary mathematics is the foundation of calculus; Calculus is the basis of line generation and probability.

The double integral of high number has great influence on finding distribution in probability theory. In addition, linear correlation in linear algebra has nothing to do with linearity, which affects the solution of differential equations with high numbers.

Four operations, algebra only learned one yuan, and functions are also quadratic functions, inverse proportional functions, exponential logarithmic functions, basic trigonometric functions and so on in elementary functions. In high school, you will learn multivariate functions, multivariate equations, higher derivatives, and even inverse hyperbolic function (fortunately, you only study but don't take exams), all kinds of formulas and theorems named after people.