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| Undergraduate enrollment in Shandong in 2009 and plans for professional (higher categories) of: Provincial Education Department :2008-11-22 Views: 26134 total number of admissions to professional and program enrollment
school enrollment plan examination subjects and the scope of electrical engineering and automation (360) Shandong University 60 1. English; 2. computer; 3. comprehensive one (mathematics, control theory); 4. Comprehensive II (circuits, electronic technology [digital, analog circuit]) Shandong University School of 60 Qingdao University 60 Linyi Normal University 60 Shandong Agricultural University 60 Shandong Institute of Light Industry 60 Electronics and Information Engineering (200) Zaozhuang 100 1. English; 2. computer; 3. Comprehensive one (mathematics, information theory and coding); 4. Comprehensive II (digital signal, control theory) Weifang 50 Linyi Normal University 50 Electronic Information Science and Technology (140) Binzhou College 40 1. English; 2. computer; 3. comprehensive a (mathematics, digital signal processing); 4. Comprehensive II (circuits, electronic technology [digital, analog circuit]) Heze 100 Textile Engineering (30 ) Texas College 30 1. English; 2. computer; 3. comprehensive one (textile processing chemicals, textile materials science); 4. Comprehensive II (spinning Science yarn, weaving school) Fashion Design and Engineering (100) Taishan University 50 1. English; 2. computer; 3. integrated I (costume design, clothing materials); 4. Comprehensive II (clothing history, aesthetics) Texas College 50 Chemical Engineering and Technology (190) Binzhou College 50 1. English; 2. computer; 3. comprehensive one (organic, inorganic chemistry); 4. Comprehensive II (Analytical Chemistry, Chemical Engineering) Heze 40 Shandong Institute of Light Industry 60 Zaozhuang 40 Mechanical Engineering and Automation (410) Qingdao University 150 1. English; 2. computer; 3. comprehensive one (mathematics, engineering mechanics); 4. Comprehensive II (electrical engineering, mechanical design basis) Jinan University 110 Qingdao University 150 Machinery Design Manufacturing and Automation (810) Texas College 50 1. English; 2. computer; 3. comprehensive one (mathematics, engineering mechanics); 4 . Comprehensive II (electrical engineering, mechanical design basis) Binzhou College 60 Linyi Normal University 80 Qingdao University University 80 Shandong Jiaotong University 80 Shandong University 80 Shandong Institute of Light Industry 80 Taishan University 80 Weifang 120 Yantai University 100 Computer Science and Technology (880) Texas College 80 1. English; 2. higher mathematics; 3. comprehensive one (operation systems theory, Microcomputer Principle and Interface Technology); 4. Comprehensive II (data structures, C language) Heze 100 Lu Tung University 110 Qingdao University, Qingdao 60 University 100 Shandong Finance Institute 60 Shandong Jiaotong University 110 Shandong University 60 Taishan University 50 Taishan Medical 50 Zaozhuang 100 Transportation (310) Shandong Jiaotong University 100 1. English; 2. computer; 3. comprehensive one (mathematics, theoretical mechanics); 4. Comprehensive II (theories cars, car construction) Binzhou College 80 Qingdao University 80 Shandong University of 50 Civil Engineering (310) Qingdao University 80 1. English; 2. computer; 3. comprehensive one (mathematics, concrete structure); 4. Comprehensive II (mechanical, structural Mechanics) Shandong Jiaotong University 60 Shandong University 50 Shandong Agricultural University 80 Yantai University 40 Automation (130) Qufu Normal 80 1. English ; 2. computer; 3. comprehensive one (mathematics, control theory); 4. Comprehensive II (circuits, electronic technology [digital, analog circuit]) Qingdao University 50 Business Administration (340) Shandong Institute of Economics 80 1. English; 2. computer; 3. comprehensive one (mathematics, economic law ); 4. Comprehensive II (Fundamentals of Management, Basic Accounting) Shandong University 80 Shandong Agricultural University 80 Yantai University 100 Public Administration (110) Qingdao University 50 1. English; 2. computer; 3. Integrated I (Principles of Management, Management Psychology); 4. Comprehensive II (human resources development and management, public relations) Qingdao Agricultural University 60 International Economy and Trade (550) Shandong Finance Institute 100 1. English; 2. computer; 3. comprehensive one (Advanced Mathematics, Accounting ); 4. Comprehensive II (International Trade Theory and Practice, Marketing) Shandong Institute of Business 110 Shandong Institute of Economics 90 Shandong Agricultural University 100 Shandong Institute of Light Industry, Shandong 100 Law School 50 Accounting (1040) Texas College 50 1. English; 2. computer; 3. comprehensive one (mathematics, basic accounting); 4 . Comprehensive II (financial accounting, auditing and practice based) Qingdao University 100 Qingdao University, Qingdao 70 Agricultural University 140 Shandong Finance Institute 150 Shandong Institute of Business 150 Shandong Economic University 150 Shandong Agricultural University 50 Weifang 90 Yantai University 90 Project Management (210) Qingdao University 50 1. English; 2. computer; 3. comprehensive one (management science, accounting); 4. Comprehensive II (construction materials, bidding and contract management) Shandong Jiaotong University 50 Shandong University 50 Shandong University of 60 Finance (80) Shandong Finance Institute 40 1. English; 2. computer; 3. comprehensive one (Western Economics, Money and Banking); 4. Comprehensive II (Accounting, Principles of Insurance) Shandong Institute of Business 40 Tourism Management (270) Weifang 80 1. English; 2. computer; 3. comprehensive one (Tourism Studies, Tourism Psychology); 4. Comprehensive II (tourism marketing, tourism and development) Qufu Normal 130 Linyi Normal University 60 Marketing (280) Shandong Institute of Business 60 1. English; 2. computer; 3. comprehensive one (law, based on accounting); 4. Comprehensive II (marketing, market research and forecasting) Shandong Institute of Light Industry 70 Taishan University 50 Weifang, Yantai 60 40 University of Veterinary Medicine (160) Qingdao Agricultural University 50 1. English; 2. computer; 3. comprehensive one (animal physiology, genetics); 4. Comprehensive II (internal medicine, surgery, infectious diseases) Linyi Normal University 50 Heze 60 Nursing (700) Taishan Medical 60 1. English; 2. computer; 3. comprehensive one (physiology, basic nursing); 4. Comprehensive II (medical nursing, surgical nursing) Weifang Medical Home 200 Jining Medical 180 Binzhou Medical 200 Shandong University of Traditional Chinese Medicine 60 Dentistry (150) Binzhou Medical 100 1. English; 2. computer; 3. basic comprehensive (oral pathology, oral anatomy and physiology); 4. clinical synthesis (oral science, oral and maxillofacial surgery, prosthodontics) Jining Medical 50 Clinical Medicine (220) Weifang Medical 60 1. English; 2. computer; 3. comprehensive one (biochemical, pathological anatomy) ; 4. Comprehensive II (internal medicine, surgery) Taishan Medical 60 Jining Medical 100 Anesthesiology (20) Weifang Medical 20 1. English; 2. computer; 3. comprehensive one (physiology, anatomy, anesthesia anatomy) ; 4. Comprehensive II (surgery, clinical anesthesiology, intensive monitoring) Pharmacy (160) Jining Medical 40 1. English; 2. computer; 3. comprehensive one (medicinal chemistry, microbiology); 4. Comprehensive II (organic chemistry, pharmaceutical analysis) Binzhou Medical 60 Weifang Medical 60 Medicine (120) University of Traditional Chinese 120 1. English; 2 . computer; 3. comprehensive one (basic theory of traditional Chinese medicine, prescription science, in medicine,); 4. Comprehensive II (Diagnosis based on Chinese medical science) Biological Sciences (120) Binzhou College 40 1. English; 2. computer; 3. comprehensive one (inorganic chemistry, genetics); 4. Comprehensive II (zoology, botany) Linyi Normal University 40 Taishan University 40 gardening (90) Texas College 30 1. English; 2. computer; 3. comprehensive one (plant physiology, soil and plant nutrition); 4. Comprehensive II (horticulture, genetics) Qingdao Agricultural University 60 Law (200) Shandong Institute of Political 200 1. English; 2. computer; 3 . comprehensive one (jurisprudence, constitutional); 4. Comprehensive II (civil law, criminal law, economic law) Chinese Language and Literature (80) Jining University 80 1. English; 2. computer; 3. comprehensive one (the ancient Chinese, modern Chinese); 4. Comprehensive II (Introduction to Literature, Modern and Contemporary Literature) Japanese (90) Jinan University 50 1. University of Language; 2. computer; 3. comprehensive one (Basic Japanese, Japan, profile); 4. Comprehensive II (listening, speaking) Qufu Normal 40 English (330) Heze 40 1. University of Language; 2. computer; 3. comprehensive one (intensive and extensive reading); 4. Comprehensive II (listening, translation skills) Lu Tung University 40 Shandong University of Political Science 50 Taishan University 40 Weifang Medical 30 Zaozhuang 100 Shandong Institute of Economics 30 Art and Design (310) Binzhou College 50 1. English; 2. computer; 3. comprehensive one (drawing); 4. Composite II (thesis design) Heze 60 Lu Tung University 50 Qingdao Agricultural University 50 Zaozhuang, Shandong Top-high number of 09 (Public Course) examination requirements of: Education Centre, Mountain Time ASTRI :2008-11-27 Views: 411 General Requirements: Candidates should be aware of or understand the , infinite series, ordinary differential equations of the basic concepts and theories; learn, master, or master the basic method of all parts of the above. Should be noted that the various parts of the structure of knowledge and knowledge of the inner link; should have some ability to abstract thinking, logical reasoning skills, numeracy skills, spatial imagination; the use of basic concepts, basic theory and basic methods proved correct reasoning, accurate calculation ; to the integrated use of the knowledge to analyze and solve simple practical problems. one, functions, limits and continuity (a) function (1) understand the function concept: function definition, function representation, sub-functions. (2) simple to understand and grasp the nature of the function: monotonicity, parity, boundedness, periodicity. (3) understand the inverse function: the definition of inverse function, inverse function of the image. (4) control functions and complex arithmetic operations. (5) to understand and master the basic elementary functions: power function, exponential, logarithmic functions, trigonometric functions, inverse trigonometric functions. (6) understand the concept of elementary functions. (b) limit (1) understand the concept of limit series: series, series limit the definition of the concept of limit analysis functions according to the trend. Will find the function at a point at the left limit and right limit, to understand the function at a point at the limits of necessary and sufficient conditions. (2) to understand the nature of the limit series: uniqueness, boundedness theorem of arithmetic, Squeeze theorem, monotone bounded sequence, limit theorem, the limit of the four control algorithms. (3) understand the concept of the Limit of Function: Function definition in the limit point on the left and right limits of its relationship with the limit, x tends to infinity (x → ∞, x → + ∞, x → - ∞) when the function is the limit. (4) control function limit theorem: the only theorem, Squeeze theorem, arithmetic theorem. (5) understanding of infinitesimals and infinity: infinite number of infinitely small quantity and the definition of infinitesimals and infinite number of relations, a large number of infinitesimals and infinite nature of the comparison of two infinitely small quantity order. (6) limit of proficiency in the Limit with two important ways. (c) Continuous (1) understand the concept of continuous functions: the definition of a continuous function at a point, left continuous and right continuous function at a point sufficient and necessary conditions for a continuous function of the discontinuous points and their classification. (2) control point on a continuous function in nature: a continuous function of the mathematical operations, continuity of composite function, inverse function of the continuity, will be the break point of a function and determine its type. (3) continuous function on a closed interval to master nature: boundedness theorem, maximum and minimum value theorem, intermediate value theorem (including zero theorem), will permit the use of intermediate value theorem to push some simple propositions. (4) understand the primary function of a continuous interval in its definition and will use the continuity of limit. two functions of one variable differential calculus (a) of the derivative and differential (1) understand the concept of derivative and its geometric meaning, understand the differentiability and continuity relations, will use the definition of a function at a point the derivative. (2) will find the tangent at a point on the curve equation and normal equation. (3) proficiency in the basic formula of derivative, four algorithms and composite function derivation methods. (4) master the implicit function derivation method, the number of derivation and the equation parameters determined by the function derivation methods, will find the derivatives of piecewise functions. (5) understand the concept of higher order derivatives will find a simple function of the n-order derivative. (6) understand the function of the differential concept, master differential rule, differentiable and can be guided to understand the relationship, will be the first order derivative of a function. (b) derivative of the mean value theorem and applications (1) understand the Rolle theorem, Lagrange Theorem and their geometric meaning. (2) master the Hospital's Rule requirements ∞ 0 (3) master the use of derivatives to determine the function of the monotone and monotone increasing demand function, the method of interval reduction will increase or decrease the function of proof by a simple inequality. (4) understand the concept of the function extreme value, master extreme demand function and the largest (small) value of the approach and the application will solve simple problems. (5) will determine the convexity of the curve, demand curve will be the turning point. (6) will find the level curve asymptotes and vertical asymptotes. three functions of one variable calculus (a) of the indefinite integral (1) understand the concept of the original function and its relationship with the indefinite integral to grasp the nature of the indefinite integral to find the original function theorem. (2) master the basic formula of the indefinite integral. (3) proficiency in the first for an indefinite integral element method, grasp for the second element method (limited to the simple trigonometric substitution and radical substitution). (4) proficiency in integration by the indefinite integral. (b) the definite integral (1) understand the concept of definite integral and geometric significance, understand the integrability conditions. (2) master the basic properties of definite integral. (3) understand the variable upper limit of the definite integral is a function of variable upper limit, limit points on the control variable the derivative method. (4) master the Newton - Leibniz formula. (5) control for the definite integral element integral method and integration by parts. (6) understand the concept of generalized integral infinite interval and grasp the calculation method. (7) to master Cartesian coordinate system used to calculate the area of plane figures. four, vector algebra and analytic geometry (a) of the vector algebra (1) understand the concept of vector, control vector coordinate representation, will ask the unit vector direction cosine, vector projection in the axis. (2) linear vector control operations, the number of vector product and vector product is calculated. (3) vector control two parallel and vertical conditions. (b) of the plane and straight (1) French will be the point on plane equation, the general-type equation. Will determine both the vertical plane, parallel. (2) will find point to plane distance. (3) understand the general linear form equation, it will find the standard line-type equations, parametric equations. Will determine the two lines parallel, perpendicular. (4) will determine the relationship between line and plane (vertical, parallel, straight lines in the plane.) five, multiple function calculus (a) Function Differential (1) understand the concept of multiple function, dual function and dual function of the geometric significance The concept of extreme and continuous (not required for calculation.) Dual function will find the domain. (2) understanding of partial derivatives, total differential concepts, know that there is a necessary condition for the total differential and sufficient condition. (3) master the dual function of the first and second partial derivative calculation. (4) master the complex function of the first order partial derivatives Method. (5) will find the total differential binary function. (6) control by the equation F (x, y, z) = 0 as determined by the implicit function z = z (x, y) of the first order partial derivative is calculated. (7) will find the unconditional extreme binary function. (b) of the double integral (1) understand the concept of double integral, properties and geometric significance. (2) master the double integral in rectangular coordinates and polar coordinates is calculated. six infinite series (a) the number of series (1) understand the series convergence, divergence concept. Master the necessary conditions for convergence of series, to understand the basic nature of progression. (2) the ratio of positive series control the number of other law. Will be compared with the positive series of discrimination law. (3) master the geometric series, harmonic series and p series of convergence and divergence. (4) understand the absolute convergence and conditional convergence series concept, using the Leibniz Criterion. (b) the power series (1) understand the concept of power series, radius of convergence, convergence zone. (2) understand the range of convergence of power series in the fundamental nature (and, worse, one by one by the derivative and integral). (3) seeking to master the convergence radius of power series, convergence zone (not required to discuss the endpoint) method. seven ordinary differential equations (a) of the first order differential equations (1) understand the definition of differential equations to understand the order of differential equations, solution, general solution, initial initial conditions and the particular solution. (2) master variable separable equations. (3) master the first-order linear equations. (b) of the second order linear differential (1) to understand the structure of second order linear differential equations. (2) master the second order constant coefficient linear differential equations. |
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