Chapter I Collection
The Meaning and Representation of 1 Set
2. Basic relations of sets
Basic operation of 3 sets
3. 1 intersection sum
3.2 Complete Works and
Chapter II Functions
1 Variables in life
2 Further understanding of the function
2. 1 functional concept
2.2 Representation of functions
2.3 mapping
3 functionality
four
Re-study of
4. 1 quadratic function image
4.2 Properties of Quadratic Function
5 simple
chapter two
and
1 plus
Exponential extension of 2 and its operational properties
2. Extension of the concept of1exponent
2.2 Exponential operation is a property.
three
3. The concept of1exponential function
3.2 Images and Properties of Exponential Functions
3.3 Images and Properties of Exponential Functions
4 logarithm
4. 1 logarithm and its operation
4.2
five
5. 1
The concept of
Images and attributes of 5.2
5.3 Images and attributes of logarithmic functions
6 exponential function,
Comparison of logarithmic function growth
Chapter IV Application of Functions
1 functions and equations
1. 1 utilization rate
Determine the existence of the solution of the equation
1.2 utilization rate
Find the approximate solution of the equation
2 Functional modeling of practical problems
2. 1 Functional characterization of practical problems
2.2 Using functional models to solve practical problems
2.3 Functional modeling case
Compulsory Two
chapter one
initial
1 simple
1. 1 simple rotator
1.2 Simple
2
three
3. 1 simple combination
3.2 by
Restore to physical diagram
4. Spatial graphics and
4. 1 Understanding the Basic Relation of Spatial Graphics
4.2 Spatial graphics
5 Parallel relation
5. Determination of1parallel relation
5.2 Nature of Parallel Relationship
6 vertical relation
6. Determination of1vertical relation
6.2 Nature of vertical relationship
7 simple
The area and volume of
7. 1 simple
Transverse area.
7.2
、
、
Cylindrical, conical,
The volume of
7.3 Surface area and volume of ball
chapter two
initial
1 straight line and straight line equation
1. 1 linear
And slope
1.2 linear equation
1.3 positional relationship between two straight lines
1.4 Intersection of two straight lines
1.5 plane direct
Distance formula in
2 Circle and Equation of Circle
2. 1
2.2
2.3 the relationship between straight line and circle, circle and circle
three
3. 1 direct space
build
3.2
Coordinates of the midpoint
3.3 Distance formula between two points in space
Compulsory three
Chapter I Statistics
1 From Census to Sampling
2
2. 1
2.2
And systematic sampling
three
table
4 Digital characteristics of data
4. 1
、
、
、
、
4.2
5 estimate the population with samples
5. 1 Estimated population distribution
5.2 The numerical characteristics of the estimated population
6 Statistical Activities: Changes in Marriage Age
7 correlation
8 least square estimation
The second chapter is the preliminary algorithm.
The basic idea of 1
1. 1 algorithm
1.2 Sorting Problems and Diversity of Algorithms
The basic structure and design of algorithm block diagram.
2. 1 sequence structure and selection structure
2.2 Variables and Assignment
2.3 circulation structure
3 A few basic sentences
3. 1 conditional statement
3.2
Chapter III Probability
1 Probability of random events
1. 1 frequency and probability
1.2 life probability
2
2. 1
Characteristic sum of
formula
2.2 establish a probability model
2.3
3 simulation method-the application of probability
Compulsory Four
chapter one
1 periodic phenomenon
Generalization of the concept of angle 2
three
four
and
Definition of sum
4. 1 at any angle
、
Definition of
4.2 Unit Circle and Periodicity
4.3 sum of unit circle
five
Properties and images of
5. 1 On the Properties of Sinusoidal Function from the Unit Circle
5.2 Sine function image
5.3 Properties of Sinusoidal Functions
six
Images and properties of
6. Image of1cosine function
6.2 Properties of Cosine Function
seven
7. 1
Definition of
7.2
Images and properties of
7.3 tangent function
8 function image
nine
Simple application of
Chapter II Plane Vector
1 From displacement, velocity, force to vector
1. 1 displacement, velocity and force
The concept of 1.2 vector
2 From displacement synthesis to vector addition
2. 1 vector addition
2.2 vector
3 Vector from multiple of speed to multiple of number.
3. 1 multiplication vector
3.2
4 coordinates of plane vector
4. Coordinate representation of1plane vector
4.2 Coordinate representation of plane vector linear operation
4.3 Vector Parallel Coordinate Representation
5 From Force to Work to Vector
6 plane vector
Coordinate representation
Seven examples of vector application
7. 1 Distance formula from point to straight line
7.2 vector application example
chapter three
1 same angle
The basic relationship between
2 trigonometric function of sum and difference of two angles
2. 1 cosine function of angle difference
2.2 Sine and cosine functions of sum and difference of two angles
2.3 Tangent function of sum and difference of two angles
3 Double-angle trigonometric function
Compulsory Five
The first chapter sequence
1 series
The concept of 1. 1 sequence
Functional characteristics of 1.2 sequence
2 arithmetic progression
2. 1 arithmetic progression
2.2 arithmetic progression's top n sums
three
3. 1
3.2
Sum of the first n terms of
Application of 4 series in daily economic life
chapter two
1
and
1. 1
1.2
2 Geometric calculation in triangle
three
Examples of practical applications.
Chapter III Inequality
1 inequality relation
1. 1 inequality relation
1.2 inequality relations and inequalities
2
2. 1
The solution of
2.2
Application of
three
3. 1
3.2
And the maximum (minimum) value.
4 simple
4. 1
(group) and plane area
4.2 Simple
4.3 Simple
Application of
Elective course 2- 1
Chapter 1 Common Logical Terms
1 proposition
2
And necessary conditions
2. 1
2.2 Necessary conditions
2.3
3 full name
and
3. 1 full name
And full name proposition
3.2
And special propositions
3.3 Full name proposition and special name
4 Logical conjunction "AND" or "NOT"
4. 1 logical conjunction "AND"
4.2 Logical conjunction "or"
4.3 Logical conjunction "Fei"
chapter two
and
1 From plane vector to
2
Operation of
Coordinate representation of 3 vector and basic theorem of space vector
3. 1 standard space vector
And coordinate representation
3.2 Basic Theorem of Space Vector
3.3 Coordinate Representation of Space Vector Operation
Discuss verticality and parallelism with vectors.
5 calculation of included angle
5. 1 Angle between straight lines
5.2 Angle between planes
5.3 Angle between straight line and plane
6 calculation of distance
chapter three
Sum equation
1 ellipse
1. 1 ellipse and its standard equation
Simple properties of 1.2 ellipse
2 parabola
2. 1 parabola and its standard equation
2.2 Simple Properties of Parabola
three
3. 1
And its standard equation.
3.2
Simple attribute of
4 curves and equations
4. 1 curves and equations
4.2
* * * has the characteristics of ...
4.3 sum of straight lines
Intersection point of
Elective course 2-2
Chapter I Reasoning and Proof
1 induction and analogy
1. 1
1.2
2 Comprehensive method and analysis method
2. 1 synthesis method
2.2 Analysis method
three
four
Chapter II Rate of Change and Derivative
1 change speed and change rate
The concept of second derivative and its geometric significance
2. The concept of1derivative
2.2 the geometric meaning of derivatives
3 calculate derivative
4 derivative
rule
4. 1 derivative addition sum
rule
4.2 Law of multiplication and division of derivatives
5 simple
Deduction rules of
Chapter III Application of Derivatives
Function of 1
and
Derivative and function of 1. 1
1.2 function
Application of second derivative in practical problems
2. Significance of1derivative in practical problems
2.2 Maximum and minimum values
chapter four
1
The concept of
1. 1
Background of area and distance problem
1.2 definite integral
2
fundamental theorem
Simple application of 3 definite integral
3. 1
Area of
3.2 the volume of simple geometry
The fifth chapter is the expansion of number system and the introduction of complex numbers.
Extension of 1 number system and introduction of complex number
Extension of the concept of 1. 1 number
Related concepts of 1.2 complex numbers
2 complex number
2. 1 addition and summation of complex numbers
2.2 Multiplication and division of complex numbers