What is the textbook for high school mathematics compulsory 1 How many chapters are there ? What are

The A version of the human education should be the following three chapters. Half a semester is completed.

Bibliography. Chapter 1 Sets and Function Concepts.

1 1 Collection.

1 2 Functions and their representations.

1 3 Basic properties of functions.

Internship Assignment Summary.

Review the reference questions.

Chapter 2 Basic Elementary Functions ( ).

2 1 Exponential function.

2 2 Logarithmic functions.

2 3 power functions.

Summary: Review the reference questions.

Chapter 3 Application of Functions.

3 1 Functions and Equations.

3 2 Functional Models and Their Applications.

Practicum Assignment Summary Review reference questions.

Two chapters. For sets, the concept of functions is the same as the basic elementary functions (a).

Which version of the book are you asking?

There are a total of four mathematics books in Senior One Mathematics, namely "High School Mathematics Compulsory I", "High School Mathematics Compulsory II", "High School Mathematics Compulsory III", and "High School Mathematics Compulsory IV".

1. "High School Mathematics Compulsory I": It is a book published by the People's Education Publishing House in 2007, and the author is the Research Institute of Project Materials of the People's Education Publishing House and the Research and Development Center of Middle School Mathematics Curriculum and Textbooks. This book is the first teaching aid for the compulsory high school mathematics learning stage sequence.

2. "High School Mathematics Compulsory II": It is a book published by the People's Education Publishing House in September 2007, and the author is Wang Shenhuai. The main content of the book is to understand spatial graphics, and cultivate and develop spatial imagination ability through the overall grasp of spatial geometry.

3. "High School Mathematics Compulsory III": It is the third book in the new curriculum standard high school mathematics compulsory series, which is divided into two editions, A and B, and is published and distributed by the People's Education Publishing House. The main content of this book is to explain and summarize the knowledge of algorithms, statistics, and probability.

4. High School Mathematics Compulsory 4: The content of Mathematics 4 (compulsory) includes trigonometric functions, plane vectors, trigonometric identity transformations. Trigonometric function is an important mathematical model for describing periodic phenomena and plays an important role in mathematics and other fields.

This is the last basic elementary function that students learn in high school.

High school textbooks are not divided into upper and lower volumes like junior high school, mathematics is divided into compulsory and elective, compulsory from one to five, electives will be some will not, compulsory one is the first mathematics book you enter high school.

It is something that both liberal arts and science students have to learn.

Different schools learn at different speeds, and the number of textbooks they get is different. The first year of high school is called a compulsory book, and the second and third years of high school are different from the liberal arts and science books, which are divided into elective A and B, and science A. Compulsory courses are what you must learn in the three years of high school, and electives are generally a few books that the school selects from all the elective textbooks for you to learn, and the rest that are not selected do not need to be learned!

Senior one mathematics refers to the mathematics learned in the first year of high school, the knowledge of senior one mathematics is mastered, the first year of high school questions account for about 60% of the college entrance examination score, five books to learn in one academic year, as long as the mathematics of the first year of high school is firmly mastered, the second year of high school, the third year of high school is just a review and supplement to the first year of high school.

There is only 1 book in the first year of high school, and the others are all learned later, the first year of high school is called a compulsory book, and the second and third years of high school are different from the liberal arts and science books, which are divided into elective A and B, and science A

High School Mathematics Chapter Difficulty Ranking: High School Mathematics Compulsory 1 is the second easiest textbook in high school. The first simple is the third compulsory course. The knowledge of compulsory one will be kneaded in 20 questions of conic curves, 21 questions of derivatives, (selected in rough).

Mathematics compulsory courses are ranked from difficult to easy.

Compulsory 1: Functions.

The cornerstone of high school mathematics is almost the first book to be taught in every school.

After learning, you will call the original math to change, and it is no longer a matter of understanding the formulas and conclusions that can be tested well.

Mostly abstract. Some questions look at the results of the search software, which is completely fascinating.

The most difficult plate in high school mathematics is the derivative, followed by the conic curve, the third plate is difficult is inequality, the fourth plate is the basic elementary function, the fifth plate is the number series, and the sixth plate is the plane vector.

The arrangement of some schools is different, for example, our school is to learn 1,4 first, the first semester of high school: 3,5, compulsory 3 is relatively simple, and the compulsory two is three-dimensional geometry, and our teacher said that it will be learned in the second year of high school.

1-4 is compulsory in the first year of high school, 5 in the first semester of high school, and the general learning method is 1-4-5-2-3, and there are elective liberal arts after studying, 1-1, 1-2Science, 2-3, 4-1, 4-4, 4-5, so there's still a lot to learn, don't want to play.

Everything has to be targeted, if it's an intensive class, it's the kind of teaching method you just mentioned, and they will also finish some elective math in the first semester of the second year of high school.

The ordinary class is a compulsory one in the first semester of the first semester of high school, the purpose is to get you started, and each subsequent semester is 2 books, and the second semester of the second year of high school is the study of mathematics electives, and it is not until the third year of high school that it begins to play.

It's not the same from school to school.

There are 5 compulsory mathematics courses in the first year of high school, from compulsory 1 to compulsory 5. Compulsory 1, 2, 4, and 5. Compulsory 3 and elective courses in the second year of high school.

Compulsory 1 focuses on sets and functions; Compulsory 2 focuses on space geometry, the relationship between points and straight line planes, straight lines and equations, circles and equations; Compulsory 4 is mainly trigonometric functions and planar-facing quantities; Compulsory 5 focuses on solving triangles, sequences, and inequalities.

There are 11 books in high school mathematics, of which 5 are compulsory and 6 are elective. The compulsory textbooks are compulsory, and the elective textbooks are elective 2-1, 2-2, 2-3, 4-1 (selected lectures on geometric proofs), 4-4 (coordinate systems and parametric equations), and 4-5 (selected lectures on inequalities).

Books of the College Entrance Examination Range:

The scope of the college entrance examination is compulsory, and the elective textbooks are elective 2-1, 2-2, 2-3, and elective 4-1 (selected lectures on geometric proof), 4-4 (coordinate system and parametric equations), 4-5 (selected lectures on inequality), and two of the three electives, a total of 10 books.

As far as the teaching progress is concerned, each school can arrange according to the actual situation. As far as our school is concerned, we will first learn the backbone knowledge of the college entrance examination, and then learn the scattered knowledge of the school, the speed is from slow to fast, and the depth is difficult to easy, and the difficulty is equivalent to the difficulty of science and mathematics in the Guangdong college entrance examination from beginning to end.

At the beginning of the first semester of the first year of high school, I will not talk about the content of the above 11 books, but connect the knowledge of junior and senior high schools, and continue to delve into the properties and applications of quadratic functions, Vedic theorem, quadratic radicals, factorization, etc. This is followed by the study of compulsory 1, followed by the derivative part of elective 2-2. The core of this semester's study is functions and derivatives.

In the second semester of the first year of high school, students will study the number series part of compulsory 5, compulsory 4, and the core is number series, trigonometry and plane vectors.

In the first semester of the second year of high school, students will first study elective 4-1, then study the three-dimensional geometry part of compulsory 2, and then study the straight line, circle and ellipse of the analytic geometry part of compulsory 2 and elective 2-1, and the core is plane geometry, solid geometry and analytic geometry.

In the second semester of the second year of high school, students will continue to study hyperbola and parabola in the analytic geometry part of Compulsory 2 and Elective 2-1, followed by Elective 4-4 in Membership and Analytic Geometry, then take the linear planning part of Compulsory 5, and then take the rest of Elective 2-3 (including permutations and combinations and binomial theorems, probability and statistics).

Then, complete the rest of Elective 2-2 (including definite integrals, mathematical induction, and complex numbers), the rest of Elective 2-1 (including common logical terms and spatial vectors), the inequality part of Compulsory 5 and Elective 4-5, and Compulsory 3 (algorithms) and other scattered knowledge, and end the high school science mathematics course. The main work of this semester is the binomial theorem of analytic geometry, probability and statistics, and dust and combustion columns.