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Excuse me, what is the catalogue of teaching materials under mathematics in senior two in Hubei Province?
The following is a list of five required textbooks:

The first chapter is the concept of set and function.

1. 1 set

1.2 function and its representation

Basic properties of 1.3 function

Practice homework

summary

Review reference questions

Chapter II Basic Elementary Functions (Ⅰ)

2. 1 exponential function

2.2 Logarithmic function

2.3 power function

summary

Review reference questions

Chapter III Functional Application

3. 1 functions and equations

3.2 Functional model and its application

Practice homework

summary

Review reference questions

postscript

Chapter I 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

Practice homework

summary

Review reference questions

Chapter II Positional Relations 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 characteristics of vertical lines and planes

summary

Review reference questions

Chapter III Linear Sum Equation

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

summary

Review reference questions

The first chapter is the preliminary algorithm.

1. 1 algorithm and program block diagram

1.2 basic algorithm statement

1.3 algorithm case

Reading and thinking cyclotomy

summary

Review reference questions

Chapter II Statistics

2. 1 random sampling

Read and think about a famous case.

Reading and thinking about the reliability of data in advertisements

Read and think about how to get honest answers on sensitive questions.

2.2 Using samples to estimate the population

Reading and thinking of quality control chart in production process

2.3 Correlation between variables

The strength of the relationship between reading and thinking

Practice homework

summary

Review reference questions

Chapter III Probability

3. 1 Probability of random events

Cognitive process of reading and thinking about weather changes

3.2 Classical probability

3.3 Geometric probability

Read and think about probabilities and passwords.

summary

Review reference questions

postscript

The first chapter 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 y=Asin(ωx+ψ)

Simple application of 1.6 trigonometric function model

summary

Review reference questions

Chapter II Plane Vector

2. The actual background and basic concepts of1plane vector

2.2 Linear Operation of Plane Vector

2.3 Basic Theorem and Coordinate Representation of Plane Vector

2.4 product of plane vectors

2.5 examples of plane vector application

summary

Review reference questions

Chapter III Triangular Identity Transformation

3. 1 sine, cosine and tangent sum difference formula

3.2 Simple trigonometric identity transformation

summary

Review reference questions

postscript

Chapter 1 Solving Triangle

1. 1 sine theorem and cosine theorem

Re-discussion on Exploring and Finding Solution Triangle

Application example of 1.2

Reading and Thinking of Helen and Qin

1.3 Practice homework

summary

Review reference questions

Chapter II Sequence of Numbers

2. The concept and simple representation of1sequence

Reading and thinking about Fibonacci sequence

Read and think and estimate the value of 2 under the root sign.

2.2 arithmetic progression

2.3 arithmetic progression's top n sums

2.4 geometric series

2.5 the sum of the first n terms in geometric series

Nine rings of reading and thinking

Exploring and discovering mathematics in buying a house

summary

Review reference questions

Chapter III 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

What's wrong with reading and thinking

An example of solving linear programming problems with Excel in the application of information technology

3.4 Basic inequality

summary

Review reference questions

postscript