The English test is based on the Basic Requirements for English Course Teaching in Higher Vocational Education and Practical English Test Syllabus and Sample Questions in Colleges and Universities promulgated by the Ministry of Education, which tests the candidates' language knowledge and skills, including common language content and foreign-related business-related content. The form of examination is written examination, which adopts subjective and objective mixed questions to ensure good reliability and validity. The exam consists of five parts: 1. Vocabulary and grammatical structure: refer to the vocabulary and grammatical items specified in Basic Requirements for English Course Teaching in Higher Vocational Colleges and Practical English Examination Syllabus and Sample Questions in Colleges and Universities; 2. Cloze test: Test candidates' comprehensive language skills within the specified vocabulary and grammar items, such as reasoning, judgment, guessing and common sense. 3. Reading comprehension: within the prescribed vocabulary and grammar items, examine the examinee's discourse comprehension ability, information acquisition ability, analysis and judgment ability and reading speed; 4. Translation (6-to-6): To examine the candidates' ability to analyze English sentences and discourse structures, their ability to obtain information, and their ability to change their thinking patterns between English and Chinese; 5. Writing (Chinese-English translation): To examine the candidates' ability to organize and express English sentences and texts, and to master the writing format of English practical writing.

Second, the computer foundation

(1) Basic knowledge of computer

1. Composition of computer system: hardware system, software system and working principle of computer; 2. Conversion of different decimal numbers and codes commonly used in computers.

(2) Operating system

1. Function and classification of operating system; 2. User interface; 3.Windows files and file management, disk management; 4.Windows environment settings and system management.

(3) Word word processing software

1. Basic concepts of word processing: basic functions and methods of word processing; 2. The basic operation of the document; 3. Form operation; 4. Layout and page setup.

Excel spreadsheet

1. Basic concepts of spreadsheets; 2. Use of worksheets; 3. Formulas and functions; 4. Data list; 5. Use of charts.

multimedia instruction

1. multimedia hardware; 2. Composition of multimedia software; 3. Key technologies of multimedia.

(vi) Network foundations and the Internet

1. network basics; 2. Basic concepts of network protocols; 3. Lan composition; 4. Internet basic knowledge and application: Internet overview and connection mode, use of IE, application of e-mail software, FTP service.

(7) Information security

1. System and data security: common security problems and solutions of systems and data, and intellectual property rights of software; 2. Network security; 3. Basic knowledge of computer viruses: classification, symptoms, harm and prevention of computer viruses.

(viii) Programming and database foundation

Basic concepts of 1. programming; 2. The basic concept of database; 3. Common algorithms and program design; Note: Any programming language can be used for programming.

Third, advanced mathematics.

calculus

1. function: the concept of function, several common forms of function, inverse function and compound function, elementary function; 2. Limit and continuity: the concept and operation of limit, the existence criterion of limit, two important limits, infinite quantity and infinitesimal quantity, and the continuity of function; 3. Derivative and differential: the concept, basic formula and operation rule of derivative, derivative of implicit function, higher derivative and differential of function; 4. Application of derivative: Robida's law of differential mean value theorem (Rolle's theorem, Lagrange's mean value theorem), monotonicity of function and maximum and minimum of its extreme value function, convexity and concavity of curve and inflection point; 5. Indefinite integral: the concept, properties, basic integral formula, substitution integral method, partial integral and simple rational function integral of indefinite integral; 6. Definite integral and its application: the concept and properties of definite integral, the relationship between definite integral and indefinite integral, the substitution method of definite integral and the application of generalized integral definite integral in partial integral and infinite interval integral (the area of plane figure and the volume of rotator); 7. Differential method of multivariate function: the concept of multivariate function, partial derivative, total differential and differential method of compound function; 8. Double integration: the concept, properties and calculation of double integration (rectangular coordinates and polar coordinates); 9. Differential equation: the basic concept of differential equation, first-order differential equation (separated variables, homogeneous, linear); 10. Infinite series: the concept and properties of binomial series, positive series and its convergence method, convergence radius and convergence domain of power series.

(2) Linear Algebra

1. determinant and matrix: determinant and its basic properties, determinant expansion theorem by row (column), matrix and its basic operation, elementary transformation between matrix and elementary square matrix, inverse matrix of square matrix and rank of matrix; 2. Linear equations: study the solution of linear equations, the linear correlation of N-ary vector groups, and the basic solution system of homogeneous linear equations.

(3) Preliminary probability theory:

1. Random events: probability of events, addition and multiplication formulas of probability, full probability formula and Bayesian formula of event independence; 2. One-dimensional random variables and their distribution: the concept of random variables, discrete and continuous random variables, several commonly used discrete and continuous distributions and distribution functions; 3. Numerical characteristics of one-dimensional random variables: mathematical expectation and variance.