Chapter 1 Set and Simple Logic
1. 1 setup and setup operation
1.2 logical connectives and four propositions
The necessary and sufficient condition of 1.3
Chapter II Functions
2. 1 maps and functions
2.2 Definition range, value range and analytical formula of function
2.3 Monotonicity of Functions
2.4 Functional equivalence
2.5 inverse function
2.6 quadratic function
2.7 Exponents and Exponential Functions
2.8 Logarithms and Logarithmic Functions
2.9 Functional image
2. Maximum value of10 function
2. Synthesis and application of11function
Chapter III Sequence of Numbers
3. The concept of1sequence
3.2 arithmetic progression
3.3 geometric series
3.4 Series Synthesis and Application
Chapter IV Trigonometric Functions
4. The concept of1trigonometric function, the relationship between trigonometric function and angle, and the inductive formula.
4.2 Two-angle sum and difference formula and two-angle formula
4.3 Images and Properties of Trigonometric Functions
4.4 Images and attributes of function Y=Asin(oN+*)
4.5 Maximum value of trigonometric function and its comprehensive application
The fifth chapter plane vector
5. 1 vector, addition and subtraction of vectors, product of real numbers and vectors
5.2 Vector Product Sum Algorithm
5.3 Distance formula between two points, fixed point of line segment and graphic translation
5.4 Sine theorem, cosine theorem and oblique triangle
Chapter VI Inequality
6. The concept and properties of1inequality
6.2 Inequality Proof and Mean Inequality
6.3 Solutions to inequality and unequal groups
6.4 Comprehensive application of inequality
Chapter VII Equations of Lines and Circles
7. 1 Linear equation and the positional relationship between two straight lines
7.2 Simple linear programming
7.3 Equation of Circle
7.4 The positional relationship between straight line and circle
Chapter VIII Conic Curve Equation
8. 1 ellipse
8.2 hyperbola
8.3 parabola
8.4 The positional relationship between straight line and conic curve
8.5 trajectory equation
8.6 Synthesis of Conic Curve
Chapter 9 Simple Geometry of Lines and Planes
9. 1 Position relation of spatial straight line
9.2 Relationship between straight line and plane
9.3 positional relationship between two planes
9.4 spatial angle
9.5 Spatial distance
9.6 ball
9.7 Synthesis and Application
9.8 space vector and its application
Chapter 10 Probability of permutation and combination
10. 1 permutation and combination
10.2 binomial theorem
10.3 Probability of random events
10.4 probability of mutually exclusive events and independent events.
Chapter 11 Probability and Unified Juice
1 1. 1 random variable
1 1.2 statistics
Chapter XII Limits
12. 1 mathematical induction
12.2 restrictions
Chapter 13 derivation
13. 1 derivative
Application of 13.2 derivative
Chapter XIV Complex Numbers
All-round analysis of answers
"20 12 five-year college entrance examination three-year analog digital version b":
Chapter 1 Set and Simple Logic
1. 1 setup and setup operation
1.2 logical connectives and four propositions
The necessary and sufficient condition of 1.3
Chapter II Functions
2. 1 maps and functions
2.2 Analytic formula and domain of function
2.3 Monotonicity of Functions
2.4 parity and periodicity of functions
2.5 inverse function
2.6 quadratic function
2.7 Exponents and Exponential Functions
2.8 Logarithms and Logarithmic Functions
2.9 Functional image
2. The range and maximum value of10 function
2. Comprehensive application of11function
Chapter III Number Column
3. The concept of1sequence
3.2 arithmetic progression
3.3 geometric series
Synthesis and application of 3.4 series
Chapter IV Trigonometric Functions
4. Definition of1trigonometric function, relationship of trigonometric function with the same angle, and inductive formula.
4.2 Two-angle sum and difference formula and two-angle formula
4.3 Images and Basic Properties of Trigonometric Functions
4.4 Images and attributes of function Y=Asin ()
4.5 Maximum problem in trigonometric function and its comprehensive application
The fifth chapter plane vector
5. The basic concept of1vector and three linear operations of vector.
5.2 Vector Product Sum Algorithm
5.3 Application of Vector 1: Splitting and Translation
5.4 Application of Vector 2: Sine and Cosine Theorems and Solving Arbitrary Triangle
Chapter VI Inequality
6. The concept and properties of1inequality
6.2 Inequality Proof and Mean Inequality
6.3 the solution of inequality:
6.4 Comprehensive application of inequality
Chapter VII Equations of Lines and Circles
7. 1 linear equation and the positional relationship between two straight lines
7.2 Simple linear programming
7.3 Equation of Circle
7.4 The positional relationship between straight line and circle
Chapter VIII Conic Curves and Equations
8. 1 ellipse
8.2 hyperbola
8.3 parabola
8.4 The positional relationship between straight line and conic curve
8.5 trajectory problem
8.6 Comprehensive application of conic section
Chapter 9 Lines, Planes and Simple Geometry
9. The positional relationship between two straight lines in1space
9.2 Relationship between straight line and plane
9.3 positional relationship between two planes
9.4 spatial angle
9.5 Spatial distance
9.6 Spheres and Polyhedrons
9.7 Synthesis and application of prisms, pyramids and spheres
9.8 space vector and its application
Chapter 10 permutation, combination, binomial theorem, probability
10. 1 permutation and combination
10.2 binomial theorem
L0.3 concepts of probability and probability of equally possible events
10.4 probability of mutually exclusive events and independent events.
Chapter II XI Preliminary Statistics
Chapter XII Derivatives and Their Applications
All-round analysis of answers