I. Functions and equations:
1, linear function and quadratic function: including the definition, image and properties of the function, and the solution methods of linear equation and quadratic equation.
2. Unary quadratic inequality: explain the solution set of unary quadratic inequality.
3. Exponential and Logarithmic: Exponential function, Logarithmic function and their properties are introduced, as well as the solution methods of exponential equation and Logarithmic equation.
Second, trigonometric functions and analytic geometry:
1, radian and angle system: this paper introduces the mutual transformation of radian and angle system and related concepts.
2. Sine, cosine and tangent functions: explain the definition, images and properties of trigonometric functions, as well as the solution methods of trigonometric equations and trigonometric inequalities.
3. Compound function and inverse function of trigonometric function: Introduce the concepts of compound function and inverse function of trigonometric function.
4. Coordinate system: explain the establishment and basic properties of rectangular coordinate system and polar coordinate system.
5. Mathematical induction: Introduce the basic idea and application of mathematical induction, and prove that some arrangements may be different due to different schools, regions or textbooks. I suggest you refer to the teaching materials you use or further confirm the specific learning content with the teacher.
Senior two mathematics learning skills;
1, clarifying the basic concepts:
Mathematics is a step-by-step subject, and it is very important to clarify the basic concepts for subsequent study. Ensure a full understanding and memory of basic concepts, formulas and theorems.
2. Make a study plan:
Make a reasonable study plan, divide the study content into small parts, and conquer it step by step. Arrange the time reasonably to ensure that each topic has enough review and practice time.
3. Do more exercises:
Mathematics needs repeated practice to master. Doing a lot of exercises can consolidate knowledge points and cultivate problem-solving thinking and skills. At the same time, in the process of solving problems, we should seek help and answers in time.
4, summary and review:
After learning a topic or chapter, make a summary and review. Review the learned knowledge points, summarize key concepts and formulas, and do some related exercises to deepen your memory.
Step 5 ask for help:
Don't hesitate to ask for help if you encounter problems or have unclear ideas to solve them. You can consult teachers, classmates or parents, and you can also refer to relevant teaching AIDS and online resources.