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Summary of high school mathematics knowledge points
Summary of all knowledge points in high school mathematics: 1, series or trigonometric function; 2. Solid geometry; 3. Probability statistics; 4. Conic curve; 5. derivative; 6. Multiple choice questions (parametric equations and inequalities).

1, trigonometric function

There are two ways to test trigonometric functions. They are the solutions of triangles and trigonometric functions themselves. About 10% to 20% probability to solve the triangle, 80% to 90% probability to skillfully use the trigonometric function itself.

2. Probability statistics

Taking science mathematics as an example, the test center covers the compulsory and optional chapters of probability statistics, and examines the basic knowledge such as sampling method, statistical chart, digital characteristics of data, estimating the whole with samples, regression analysis, independence test, classical probability, geometric probability, conditional probability, probability of independent repeated trials, distribution list of discrete random variables, mathematical expectation and variance, hypergeometric distribution, binomial distribution and normal distribution.

3. Solid geometry

There are two or three problems with this question. The first problem is the size of a line or the proof that a line or a surface is parallel or perpendicular to another line or another surface. The last question is to find the dihedral angle.

Step 4: Order

The sequence is mainly to solve the sum of the general term formula and the first n terms. The first is the general formula, which depends on the conditional form given in the title. Different forms correspond to different methods of solving problems, including formula method (definition method), accumulation method, cumulative multiplication method, undetermined coefficient method, reciprocal change method of mathematical induction and so on. Skillfully use these methods, accumulate examples and achieve proficiency.

5. Conic curve

The general routine is that the first half is the investigation of basic properties, the second half is the intersection of straight lines, and the steps in the second half are similar.