1, algebra: including elementary algebra, advanced algebra, linear algebra and other knowledge points, such as equations, inequalities, functions, polynomials, matrices and so on.
2. Geometry: including Euclidean geometry, analytic geometry, solid geometry and other knowledge points, such as points, lines, surfaces, vectors, plane graphics, solid graphics and so on.
3. Mathematical analysis: including calculus, sequence, series, function limit, derivative, integral and other knowledge points.
4. Probability statistics: including knowledge points such as probability theory and mathematical statistics, such as probability, expectation, variance, distribution function and hypothesis testing.
5, mathematical thinking and methods: including proof, thinking methods, mathematical modeling and other knowledge points, such as induction, reduction to absurdity, recursion, fitting and so on.
6. Other mathematical knowledge: including discrete mathematics, number theory, combinatorial mathematics, such as graph theory, permutation group, modular operation, etc.
Mathematics in Senior High School is a book published by People's Education Publishing House, compiled by People's Education Publishing House, Institute of Curriculum Textbooks and Research and Development Center of Mathematics Curriculum Textbooks. Its contents include set and function, trigonometric function, inequality, sequence, complex number, permutation, combination and binomial theorem, solid geometry and plane analytic geometry.
Mathematics learning methods in senior high school:
1, read the textbook first, really understand the textbook examples, and do exercises after class. Although it seems simple, the essence is to examine whether you have really mastered these basic knowledge points.
2, using the real questions of the college entrance examination over the years, these questions are very valuable. Cover up the answer first, try to do it by yourself according to the basic content of your previous textbook study, then answer the question, understand its principle, really understand it, see if you can draw inferences, ask teachers and classmates, or ask tutors, and finally reach an analogy.
3, synchronous practice, we must follow the course closely, can not stay, we must step by step. There are many mathematical knowledge points, which are easy to forget, but if you can do the above steps, it is not so easy to forget. Even if you forget, you can read the previous content and consolidate it again.