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This syllabus includes advanced mathematics and probability theory. Candidates should know or understand the basic concepts and theories of limit and continuity, differential calculus of univariate function, integral calculus of univariate function and differential calculus of multivariate function in higher mathematics according to the requirements of this syllabus. Understand or understand the basic concepts and theories of classical probability, discrete random variables and their numerical characteristics in probability theory; Learn, master and master the basic methods of the above parts. Pay attention to the structure of each part of knowledge and the internal relationship of knowledge; Should have certain abstract thinking ability, logical reasoning ability and operational ability; Be able to use basic concepts, basic theories and basic methods to correctly judge and prove and accurately calculate; Can comprehensively use the knowledge learned to analyze and solve simple practical problems.
Examination form and examination paper structure
Total score of test paper: 150.
Examination time: 150 minutes
Examination methods: closed book and written test.
Test paper content ratio:
The limit and continuity are about I5%.
The differential calculus of meta-function accounts for about 30%
-Meta function integral is about 2%
The differential calculus of multivariate function is about 15%.
Probability theory is about 8%
Proportion of test questions:
Multiple choice questions are about 27%
Fill in the blanks about 27%
About 46% of the questions were answered.
Test difficulty ratio
Good question, about 30%
About 50% of moderately difficult questions
The difficulty is increased by about 20%.
The above contents are not the original and complete contents of the outline, and are for reference only. Pay attention to the official WeChat account, Chengkao.com WeChat, and reply to the "Outline" to receive the full version of the previous year's exam outline for free.
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