1. 1 set
1.2 function and its representation
The Basic Properties of 1.3 Function Chapter II Basic Elementary Functions (Ⅰ)
2. 1 exponential function
2.2 Logarithmic function
2.3 Power Function Chapter III Application of Function
3. 1 functions and equations
3.2 Functional model and its application
Compulsory 2 Chapter 1 Space Geometry
1. 1 spatial geometry
1.2 Three Views and Straight Views of Space Geometry
1.3 surface area and volume of space geometry chapter ii positional relationship of points, lines and surfaces.
2. 1 The positional relationship among points, lines and surfaces in space
2.2 Determination of parallelism between straight line and plane and its properties
2.3 Determination and Properties of Vertical Lines and Vertical Plane Chapter III Straight Lines and Equations
3. 1 Angle and slope of straight line
3.2 linear equation
3.3 Formula for coordinates and distance of intersection points of straight lines
The fourth chapter circle sum equation
4. Equation of1circle
4.2 The positional relationship between straight line and circle
4.3 Spatial Cartesian Coordinate System
Compulsory 3 Chapter 1 Preliminary Algorithm
1. 1 algorithm and program block diagram
1.2 basic algorithm statement
1.3 Algorithm Case Chapter II Statistics
2. 1 random variable
2.2 Using samples to estimate the population
2.3 Correlation between variables Chapter III Probability
3. 1 Probability of random events
3.2 Classical probability
3.3 Geometric probability
Compulsory 4 Chapter 1 Trigonometric Function
1. 1 arbitrary angle and arc system
1.2 trigonometric function at any angle
The inductive formula of 1.3 trigonometric function
Images and properties of 1.4 trigonometric function
1.5 function image
1.6 Simple Application of Trigonometric Function Model Chapter II Plane Vector
2. The actual background and basic concepts of1plane vector
2.2 Linear Operation of Plane Vector
2.3 the basic theorem of plane vector and its coordinate representation
2.4 product of plane vectors
2.5 plane vector application example Chapter III trigonometric identity transformation
3. 1 sine, cosine and tangent sum difference formula
3.2 Simple trigonometric identity transformation
Compulsory 5 Chapter 2 Solving Triangle
1. 1 sine theorem and cosine theorem
Application example of 1.2
1.3 exercise homework chapter 2 series
2. The concept and simple representation of1sequence
2.2 arithmetic progression
2.3 arithmetic progression's top n sums
2.4 geometric series
2.5 the first n terms of geometric series and the third chapter inequality
3. 1 inequality relation and inequality
3.2 One-variable quadratic inequality and its solution
3.3 Binary Linear Inequalities (Groups) and Simple Linear Programming Problems
3.4 Basic inequality:
Elective course 1- 1
Chapter 1 Common Logical Terms
1. 1 proposition and its relationship
The necessary and sufficient condition of 1.2
1.3 Simple logical conjunction
1.4 Full-name Quantifier and Existential Quantifier Chapter II Conic Curve and Equation
2. 1 ellipse
2.2 hyperbola
2.3 Parabolic Chapter III Derivative and Its Application
3. 1 rate of change and derivative
3.2 Calculation of Derivative
3.3 Application of Derivative in Function Research
Elective course 1-2 chapter 1 statistical cases chapter 2 reasoning and proof chapter 3 expansion of number system and introduction of complex numbers.
Chapter IV Block Diagram
Elective course 2- 1 common logical terms in the first chapter
1. 1 proposition and its relationship
The necessary and sufficient condition of 1.2
1.3 Simple logical conjunction
1.4 Full-name Quantifier and Existential Quantifier Chapter II Conic Curve and Equation
2. 1 curves and equations
2.2 ellipse
2.3 hyperbola
2.4 Parabola Chapter III Space Vector and Solid Geometry
3. 1 space vector and its operation
3.2 vector method in solid geometry
Elective 2-2 Chapter 1 Derivative and Its Application
1. 1 rate of change and derivative
Calculation of 1.2 derivative
Application of 1.3 derivative in function research
1.4 examples of optimization problems in life
The concept of 1.5 definite integral
1.6 Fundamental Theorem of Calculus
The Simple Application of 1.7 Definite Integral Chapter II Reasoning and Proof
2. 1 Rational reasoning and deductive reasoning
2.2 Direct proof and indirect proof
2.3 Mathematical induction
Chapter 3: The extension of number system and the introduction of complex numbers.
3. Generalization of1number system and the concept of complex number
3.2 Four operations in complex algebraic form
Elective 2-3 Chapter 1 Counting Principles Chapter 2 Statistical Cases Chapter 3 Probability
Elective course 3- 1 Selected lectures on the history of mathematics
Elective Course 3-2 Information Security and Password
Take 3-3 geometric figures on the sphere.
Elective Course 3-4 Symmetry and Group
Elective 3-5 Euler Formula and Classification of Closed Surfaces
Elective course 3-6 angle trisection and number field expansion
Elective course 4- 1 geometric proof.
Elective 4-2 Matrix and Transformation
Elective 4-3 series and its differences
Elective 4-4 coordinate system and parameter equation
Lecture on inequality 4-5.
Elementary Number Theory in Elective Course 4-6
Selection method and preliminary experimental design of elective courses 4-7
Preliminary study on elective 4-8 overall planning method and graph theory
Elective 4-9 Risk and Decision-making
Elective 4- 10 switching circuit and boolean algebra.
Mathematics 1- 1 (optional) version a
Mathematics 1- 2 (optional) version a
Math 2- 1 (optional) version a
Math 2- 2 (optional) A version
Mathematics 2- 3 (optional) A version
Mathematics 3- 1 (optional) Selected Lecture of Mathematics History A Edition
Mathematics 3- 4 (Elective) Edition A Symmetry and Group
Selected Lecture on Geometry Proof of Mathematics Edition 4- 1 (Optional)
Mathematics 4- 2 (Elective) Edition A Matrix and Transformation
Mathematics 4- 4 (Optional) Edition A Coordinate and Parameter Equation
Selected lectures on mathematics version 4-5 A inequality (optional)
Elementary number theory in mathematics 4- 6 (optional) A version
Mathematical optimization method and experimental design version 4- 7 (optional) A
Mathematics 1- 1 (optional) version b
Mathematics 1- 2 (optional) version b
Math 2- 1 (optional) version b
Mathematics 2- 2 (Optional) B Edition
Mathematics 2- 3 (Optional) B Edition
Mathematics 3- 1 (optional) version b symmetry and groups
Mathematics 3- 4 (Optional) B Edition Selected Lecture on Mathematics History
Selected lectures on mathematical geometry proof 4- 1 (optional) version b
Mathematics 4- 2 (Elective) Edition B Matrix and Transformation
Mathematics 4- 4 (optional) version B coordinate system and parameter equation
Selected lectures on inequalities in mathematics 4- 5 (optional) B version
Mathematics 4- 6 (optional) B version
Optimization method and experimental design of Mathematics 4- 7 (optional) version B
Mathematics 4- 9 (Elective) Edition B Risk and Decision-making