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How many questions are there in Math II for Postgraduate Entrance Examination? What are the problems?
How many questions are there in Math II for Postgraduate Entrance Examination? What are the problems? Mathematics is generally taken for the postgraduate entrance examination of engineering majors, and the second subject is moderately difficult, with simple examination content and few questions. Let's see how many questions it consists of, including which ones.

How many questions does a person have for taking the postgraduate entrance examination for Mathematics II?

There are 22 questions in Math 2 for postgraduate entrance examination, including 10 multiple-choice questions, with 5 points for each question and 50 points for * * *; Fill in the blanks with 6 questions, each with 5 points ***30 points; Answer 6 questions, ***70 points 150 points.

Check the original question type:

1, multiple-choice questions: 1~ 10, with 5 points for each question and 50 points for * * *. Of the four options given in each question below, only one option meets the requirements of the topic. Please fill in the letter before the selected option in the specified position on the answer sheet.

2. Fill in the blanks: 1 1~ 16 small questions, with 5 points for each small question and ***30 points.

3. Solution: 17~22 small questions, ***70 points. The solution should be written in words, proof process or calculus steps.

Second, the postgraduate mathematics test center

Over the years, the test sites are:

Infinitesimal comparison, primitive function of piecewise function, improper integral convergence and divergence, extreme value and inflection point, curvature, partial derivative, similarity matrix, quadratic inertia index, asymptote, definition of definite integral of limit, first-order linear nonhomogeneous equation, higher-order derivative, physical meaning of derivative, matrix equivalence, limit, maximum value of piecewise function, extreme value of implicit function, double integral, second-order linear differential equation, and area rotator.

Third, the postgraduate mathematics review plan

Consolidate the foundation (1~ May)

Complete the first round of review, and mark the places you don't understand. With the deepening of understanding, you will find that the derivation of theorems and various problems can be solved easily.

Check the leakage and fill the gap (June-August)

You can brush a round of intractable diseases, wrong questions, knowledge points and theorems skipped in books, so you must read them carefully.

Review the real questions (September)

Brush old things, too. 1998 to 2 1 set of real questions a day.

Final sprint (10 ~ 65438+February)

When you start to make a simulation paper, you should calculate the time before you do it, and give strict marks after you finish it, and check the answers.

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